- published: 22 Sep 2015
- views: 27364
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This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
- published: 15 Oct 2014
- views: 46495
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum.
- published: 03 Oct 2011
- views: 27739
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie.
Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
If you are interested in supporting my YouTube Channel: here is the link to my Patreon page:
https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum.
- published: 02 Jun 2014
- views: 22171
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
- published: 04 Feb 2016
- views: 8948
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 02 Apr 2016
- views: 536
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
- published: 04 Jun 2014
- views: 11804
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 01 Apr 2016
- views: 1735
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2).
The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory.
Referências:
(1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer)
(2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser).
Reimundo Heluani
- published: 27 Mar 2015
- views: 5737
developed with YouTube
Lie group
In mathematics, a Lie group /ˈliː/ is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3.
Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations (differential Galois theory), in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations.
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Lie_group
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
Group
Group may refer to:
Groups of people
In science and technology
In mathematics
In chemistry
In computing and the internet
Other uses in science and technology
Other uses
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Group
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
Lie
A lie is a statement that is known or intended by its source to be misleading, inaccurate, or false. The practice of communicating lies is called lying, and a person who communicates a lie may be termed a liar. Lies may be employed to serve a variety of instrumental, interpersonal, or psychological functions for the individuals who use them. Generally, the term "lie" carries a negative connotation, and depending on the context a person who communicates a lie may be subject to social, legal, religious, or criminal sanctions. In certain situations, however, lying is permitted, expected, or even encouraged. Because believing and acting on false information can have serious consequences, scientists and others have attempted to develop reliable methods for distinguishing lies from true statements.
Types
Bad faith
As defined by Sartre, "bad faith" is lying to oneself. Specifically, it is failing to acknowledge one's own ability to act and determine one's possibilities, falling back on the determinations of the various historical and current totalizations which have produced one as if they relieved one of one's freedom to do so.
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Lie
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
Lie algebra
In mathematics, a Lie algebra (/liː/, not /laɪ/) is a vector space together with a non-associative multiplication called "Lie bracket" ![[x, y]](http://web.archive.org./web/20180210015812im_/http://assets.wn.com/wiki/en/1/46/8ca042e8ff30aba99a78e-fd2fef.png)
. It was introduced to study the concept of infinitesimal transformations. Hermann Weyl introduced the term "Lie algebra" (after Sophus Lie) in the 1930s. In older texts, the name "infinitesimal group" is used.
Lie algebras are closely related to Lie groups which are groups that are also smooth manifolds, with the property that the group operations of multiplication and inversion are smooth maps. Any Lie group gives rise to a Lie algebra. Conversely, to any finite-dimensional Lie algebra over real or complex numbers, there is a corresponding connected Lie group unique up to covering (Lie's third theorem). This correspondence between Lie groups and Lie algebras allows one to study Lie groups in terms of Lie algebras.
Definitions
A Lie algebra is a vector space 
over some field F together with a binary operation ![[\cdot,\cdot]: \mathfrak{g}\times\mathfrak{g}\to\mathfrak{g}](http://web.archive.org./web/20180210015812im_/http://assets.wn.com/wiki/en/f/5d/87109256baca5c0b5728f-b9d224.png)
called the Lie bracket that satisfies the following axioms:
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Lie_algebra
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
Lie to Me
Lie to Me (stylized as Lie to me*) is an American crime drama television series. It originally ran on the Fox network from January 21, 2009 to January 31, 2011. In the show, Dr. Cal Lightman (Tim Roth) and his colleagues in The Lightman Group accept assignments from third parties (commonly local and federal law enforcement), and assist in investigations, reaching the truth through applied psychology: interpreting microexpressions, through the Facial Action Coding System, and body language.
In May 2009, the show was renewed for a second season consisting of 13 episodes; Season two premiered on September 28, 2009. On November 24, 2009, Fox ordered an extra nine episodes for season two, bringing the season order to 22 episodes.
On May 12, 2010, Entertainment Weekly reported that Lie to Me received a 13-episode third season pick-up. The third season of Lie to Me was originally set to premiere on November 10, 2010. On September 28, 2010, the date was moved up to October 4, 2010, because of the cancellation of Lone Star.Lie to Me was officially canceled by Fox on May 11, 2011.
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Lie_to_Me
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
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1:43:12Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
Lie groups and their Lie algebras - Lec 13 - Frederic SchullerLie groups and their Lie algebras - Lec 13 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller -
1:12:02Lie Groups and Lie Algebras | Lecture 1
Lie Groups and Lie Algebras | Lecture 1Lie Groups and Lie Algebras | Lecture 1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties. If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs: http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028 These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website: http://perimeterscholars.org/501.html -
8:01L1. Lie Algebra
L1. Lie AlgebraL1. Lie Algebra
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum. -
51:10MathHistory23: Simple groups, Lie groups, and the search for symmetry I
MathHistory23: Simple groups, Lie groups, and the search for symmetry IMathHistory23: Simple groups, Lie groups, and the search for symmetry I
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians. If you are interested in supporting my YouTube Channel: here is the link to my Patreon page: https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum. -
59:03Particle Physics Topic 6: Lie Groups and Lie Algebras
Particle Physics Topic 6: Lie Groups and Lie AlgebrasParticle Physics Topic 6: Lie Groups and Lie Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines -
1:41:01001 Lie Groups by M.S. Raghunathan
001 Lie Groups by M.S. Raghunathan001 Lie Groups by M.S. Raghunathan
-
1:41:07Lie Groups-2 Freddy Cachazo
Lie Groups-2 Freddy CachazoLie Groups-2 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF -
13:50PDEs 10 29 Lie Groups Introduction
PDEs 10 29 Lie Groups IntroductionPDEs 10 29 Lie Groups Introduction
-
26:26MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
MathHistory23b: Simple groups, Lie groups, and the search for symmetry IIMathHistory23b: Simple groups, Lie groups, and the search for symmetry II
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry. During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians. -
1:38:46Lie Groups-1 Freddy Cachazo
Lie Groups-1 Freddy CachazoLie Groups-1 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF -
6:23The Process of Lie Detection - The Nonverbal Group
The Process of Lie Detection - The Nonverbal GroupThe Process of Lie Detection - The Nonverbal Group
-
50:32Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras Aula 1 Parte 1Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2). The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory. Referências: (1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer) (2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser). Reimundo Heluani -
1:51:13The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic SchullerThe Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller -
2:53Sounds of Lie group representations
Sounds of Lie group representationsSounds of Lie group representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave). All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation. -
1:56:09Lie Algebra (Lecture 1 of 6)
Lie Algebra (Lecture 1 of 6)Lie Algebra (Lecture 1 of 6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra. Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization. -
11:03Lie to me - Detego Group on Air TV (2/2) : Bienvenue Chez Vous - La suite
Lie to me - Detego Group on Air TV (2/2) : Bienvenue Chez Vous - La suiteLie to me - Detego Group on Air TV (2/2) : Bienvenue Chez Vous - La suite
Pour en savoir plus sur Paul Ekman (consultant pour la série "Lie to me") et sur ses formations, visitez notre site : http://www.detegogroup.eu/methodes-outils/paul-ekman-phd/ Arnaud Blavier (MD of Detego Group -- Learn to read people, based in Luxembourg) was interviewed live on Air TV (France) in May 2012 about the science behind the series « Lie to me » and the related Paul Ekman approved trainings. Learn how to read emotions and deceit in others through micro and subtle facial expressions and 4 other communication channels based on the science behind the hit Sky 1 TV, M6 and RTL-TVI series "Lie to me". If you'd like to find out more about this fascinating subject and the Paul Ekman approved courses then contact the team by e-mail: contact@detegogroup.eu or visit our website: http://www.detegogroup.eu/paul-ekman-introduction/?lang=en -
13:58Symmetry, Lie groups, and Lie algebras
Symmetry, Lie groups, and Lie algebrasSymmetry, Lie groups, and Lie algebras
-
43:39Lie group
Lie groupLie group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3. Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations. This video is targeted to blind users. Attribution: Article text available under CC-BY-SA Creative Commons image source in video -
5:03Lie Group Cosmology by Garrett Lisi
Lie Group Cosmology by Garrett Lisi -
3:56Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2BDeep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling layers for the elements on the Lie group. Furthermore, we propose a logarithm mapping layer to map the resulting manifold data into a tangent space that facilitates the application of regular output layers for the final classification. Evaluations of the proposed network for standard 3D human action recognition datasets clearly demonstrate its superiority over existing shallow Lie group feature learning methods as well as most conventional deep learning methods.
-
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
published: 22 Sep 2015 -
Lie Groups and Lie Algebras | Lecture 1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties. If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs: http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028 These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website: http:...
published: 15 Oct 2014 -
L1. Lie Algebra
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum.
published: 03 Oct 2011 -
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathe...
published: 02 Jun 2014 -
Particle Physics Topic 6: Lie Groups and Lie Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
published: 04 Feb 2016 -
001 Lie Groups by M.S. Raghunathan
published: 24 Jul 2013 -
Lie Groups-2 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 02 Apr 2016 -
PDEs 10 29 Lie Groups Introduction
published: 30 Oct 2014 -
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry. During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The class...
published: 04 Jun 2014 -
Lie Groups-1 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 01 Apr 2016 -
The Process of Lie Detection - The Nonverbal Group
published: 04 Dec 2011 -
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2). The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Li...
published: 27 Mar 2015 -
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
published: 22 Sep 2015 -
Sounds of Lie group representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave). All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
published: 25 Jun 2017 -
Lie Algebra (Lecture 1 of 6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra. Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
published: 18 Jul 2016 -
Lie to me - Detego Group on Air TV (2/2) : Bienvenue Chez Vous - La suite
Pour en savoir plus sur Paul Ekman (consultant pour la série "Lie to me") et sur ses formations, visitez notre site : http://www.detegogroup.eu/methodes-outils/paul-ekman-phd/ Arnaud Blavier (MD of Detego Group -- Learn to read people, based in Luxembourg) was interviewed live on Air TV (France) in May 2012 about the science behind the series « Lie to me » and the related Paul Ekman approved trainings. Learn how to read emotions and deceit in others through micro and subtle facial expressions and 4 other communication channels based on the science behind the hit Sky 1 TV, M6 and RTL-TVI series "Lie to me". If you'd like to find out more about this fascinating subject and the Paul Ekman approved courses then contact the team by e-mail: contact@detegogroup.eu or visit our website: http:/...
published: 14 May 2012 -
Symmetry, Lie groups, and Lie algebras
published: 10 May 2017 -
Lie group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3. Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for a...
published: 19 Nov 2015 -
Lie Group Cosmology by Garrett Lisi
Garrett Lisi at FQXi's 5th International Conference.
published: 28 Apr 2017 -
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling la...
published: 30 Jul 2017
developed with YouTube
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
- Order: Reorder
- Duration: 1:43:12
- Updated: 22 Sep 2015
- views: 27364
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
https://wn.com/Lie_Groups_And_Their_Lie_Algebras_Lec_13_Frederic_Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
- published: 22 Sep 2015
- views: 27364
Lie Groups and Lie Algebras | Lecture 1
- Order: Reorder
- Duration: 1:12:02
- Updated: 15 Oct 2014
- views: 46495
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. Th...
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
https://wn.com/Lie_Groups_And_Lie_Algebras_|_Lecture_1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
- published: 15 Oct 2014
- views: 46495
L1. Lie Algebra
- Order: Reorder
- Duration: 8:01
- Updated: 03 Oct 2011
- views: 27739
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum.
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum.
https://wn.com/L1._Lie_Algebra
A very short discussion on Lie Algebra within the context of applications in quantum physics. In particular, our context is angular momentum.
- published: 03 Oct 2011
- views: 27739
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
- Order: Reorder
- Duration: 51:10
- Updated: 02 Jun 2014
- views: 22171
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we...
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie.
Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
If you are interested in supporting my YouTube Channel: here is the link to my Patreon page:
https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum.
https://wn.com/Mathhistory23_Simple_Groups,_Lie_Groups,_And_The_Search_For_Symmetry_I
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie.
Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
If you are interested in supporting my YouTube Channel: here is the link to my Patreon page:
https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum.
- published: 02 Jun 2014
- views: 22171
Particle Physics Topic 6: Lie Groups and Lie Algebras
- Order: Reorder
- Duration: 59:03
- Updated: 04 Feb 2016
- views: 8948
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
https://wn.com/Particle_Physics_Topic_6_Lie_Groups_And_Lie_Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
- published: 04 Feb 2016
- views: 8948
001 Lie Groups by M.S. Raghunathan
- Order: Reorder
- Duration: 1:41:01
- Updated: 24 Jul 2013
- views: 9121
- published: 24 Jul 2013
- views: 9121
Lie Groups-2 Freddy Cachazo
- Order: Reorder
- Duration: 1:41:07
- Updated: 02 Apr 2016
- views: 536
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_2_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 02 Apr 2016
- views: 536
PDEs 10 29 Lie Groups Introduction
- Order: Reorder
- Duration: 13:50
- Updated: 30 Oct 2014
- views: 995
- published: 30 Oct 2014
- views: 995
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
- Order: Reorder
- Duration: 26:26
- Updated: 04 Jun 2014
- views: 11804
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from ...
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
https://wn.com/Mathhistory23B_Simple_Groups,_Lie_Groups,_And_The_Search_For_Symmetry_Ii
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
- published: 04 Jun 2014
- views: 11804
Lie Groups-1 Freddy Cachazo
- Order: Reorder
- Duration: 1:38:46
- Updated: 01 Apr 2016
- views: 1735
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_1_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 01 Apr 2016
- views: 1735
The Process of Lie Detection - The Nonverbal Group
- Order: Reorder
- Duration: 6:23
- Updated: 04 Dec 2011
- views: 6058
- published: 04 Dec 2011
- views: 6058
Introduction to Lie Algebras Aula 1 Parte 1
- Order: Reorder
- Duration: 50:32
- Updated: 27 Mar 2015
- views: 5737
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic...
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2).
The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory.
Referências:
(1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer)
(2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser).
Reimundo Heluani
https://wn.com/Introduction_To_Lie_Algebras_Aula_1_Parte_1
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2).
The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory.
Referências:
(1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer)
(2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser).
Reimundo Heluani
- published: 27 Mar 2015
- views: 5737
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
- Order: Reorder
- Duration: 1:51:13
- Updated: 22 Sep 2015
- views: 8901
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
https://wn.com/The_Lie_Group_Sl(2,C)_And_Its_Lie_Algebra_Sl(2,C)_Lec_15_Frederic_Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
- published: 22 Sep 2015
- views: 8901
Sounds of Lie group representations
- Order: Reorder
- Duration: 2:53
- Updated: 25 Jun 2017
- views: 306
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here ...
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave).
All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
https://wn.com/Sounds_Of_Lie_Group_Representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave).
All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
- published: 25 Jun 2017
- views: 306
Lie Algebra (Lecture 1 of 6)
- Order: Reorder
- Duration: 1:56:09
- Updated: 18 Jul 2016
- views: 8868
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for ...
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra.
Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
https://wn.com/Lie_Algebra_(Lecture_1_Of_6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra.
Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
- published: 18 Jul 2016
- views: 8868
Lie to me - Detego Group on Air TV (2/2) : Bienvenue Chez Vous - La suite
- Order: Reorder
- Duration: 11:03
- Updated: 14 May 2012
- views: 13118
Pour en savoir plus sur Paul Ekman (consultant pour la série "Lie to me") et sur ses formations, visitez notre site : http://www.detegogroup.eu/methodes-outils/...
Pour en savoir plus sur Paul Ekman (consultant pour la série "Lie to me") et sur ses formations, visitez notre site : http://www.detegogroup.eu/methodes-outils/paul-ekman-phd/
Arnaud Blavier (MD of Detego Group -- Learn to read people, based in Luxembourg) was interviewed live on Air TV (France) in May 2012 about the science behind the series « Lie to me » and the related Paul Ekman approved trainings.
Learn how to read emotions and deceit in others through micro and subtle facial expressions and 4 other communication channels based on the science behind the hit Sky 1 TV, M6 and RTL-TVI series "Lie to me".
If you'd like to find out more about this fascinating subject and the Paul Ekman approved courses then contact the team by e-mail: contact@detegogroup.eu or visit our website: http://www.detegogroup.eu/paul-ekman-introduction/?lang=en
https://wn.com/Lie_To_Me_Detego_Group_On_Air_Tv_(2_2)_Bienvenue_Chez_Vous_La_Suite
Pour en savoir plus sur Paul Ekman (consultant pour la série "Lie to me") et sur ses formations, visitez notre site : http://www.detegogroup.eu/methodes-outils/paul-ekman-phd/
Arnaud Blavier (MD of Detego Group -- Learn to read people, based in Luxembourg) was interviewed live on Air TV (France) in May 2012 about the science behind the series « Lie to me » and the related Paul Ekman approved trainings.
Learn how to read emotions and deceit in others through micro and subtle facial expressions and 4 other communication channels based on the science behind the hit Sky 1 TV, M6 and RTL-TVI series "Lie to me".
If you'd like to find out more about this fascinating subject and the Paul Ekman approved courses then contact the team by e-mail: contact@detegogroup.eu or visit our website: http://www.detegogroup.eu/paul-ekman-introduction/?lang=en
- published: 14 May 2012
- views: 13118
Symmetry, Lie groups, and Lie algebras
- Order: Reorder
- Duration: 13:58
- Updated: 10 May 2017
- views: 477
- published: 10 May 2017
- views: 477
Lie group
- Order: Reorder
- Duration: 43:39
- Updated: 19 Nov 2015
- views: 1300
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth struc...
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3.
Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations.
This video is targeted to blind users.
Attribution:
Article text available under CC-BY-SA
Creative Commons image source in video
https://wn.com/Lie_Group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3.
Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations.
This video is targeted to blind users.
Attribution:
Article text available under CC-BY-SA
Creative Commons image source in video
- published: 19 Nov 2015
- views: 1300
Lie Group Cosmology by Garrett Lisi
- Order: Reorder
- Duration: 5:03
- Updated: 28 Apr 2017
- views: 1092
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
- Order: Reorder
- Duration: 3:56
- Updated: 30 Jul 2017
- views: 371
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-o...
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling layers for the elements on the Lie group. Furthermore, we propose a logarithm mapping layer to map the resulting manifold data into a tangent space that facilitates the application of regular output layers for the final classification. Evaluations of the proposed network for standard 3D human action recognition datasets clearly demonstrate its superiority over existing shallow Lie group feature learning methods as well as most conventional deep learning methods.
https://wn.com/Deep_Learning_On_Lie_Groups_For_Skeleton_Based_Action_Recognition_|_Spotlight_1_2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling layers for the elements on the Lie group. Furthermore, we propose a logarithm mapping layer to map the resulting manifold data into a tangent space that facilitates the application of regular output layers for the final classification. Evaluations of the proposed network for standard 3D human action recognition datasets clearly demonstrate its superiority over existing shallow Lie group feature learning methods as well as most conventional deep learning methods.
- published: 30 Jul 2017
- views: 371
-
Particle Physics (2018) Topic 6: Lie Groups, Lie Algebras and an SO(3) Case Study
Lecture from 2018 upper level undergraduate course in particle physics at Colorado School of Mines. You can follow along at: http://inside.mines.edu/~aflourno/Particle/423.shtml
published: 31 Jan 2018 -
The Lobas Group: The Numbers Don’t Lie—a Shift May Be Happening Soon in Our Market
Today I have the latest numbers from the month of October in our Baltimore metro market and I’m going to compare them to last year’s numbers to see where things are headed to close out 2017. Year over year, the median sale price rose 2.8%. The total sales volume across the Baltimore metro area rose 0.5%. Along with these increases, the number of new listings rose 8.1%. To find out what these numbers mean going forward, watch my latest video. Learn more: https://www.discoverbaltimorerealestate.com/blog/the-numbers-dont-lie-a-shift-may-be-happening-soon-in-our-market/ About: The Lobas Group | Keller Williams is Greater Baltimore's most innovative real estate team. Contact: 8015 Corporate Dr., Nottingham, MD 21236 410-821-1199 TRANSCRIPTION: The October 2017 numbers are in from our Bal...
published: 08 Dec 2017 -
Laguna Teens Private Group Hips Don't Lie AMNA Dance AAD #DTIstars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos' AMNA All Around Dancer (AAD) Classes Dance To Inspire (DTI) Stars www.AMNAdance.com 855-678-AMNA Bollywood | Hip Hop | Jazz | Latin Dance School and Studios Los Angeles County, Orange County and Inland Empire [Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror] #dancetoinspire #dtistars #amnadance #dancestars
published: 05 Dec 2017 -
Laguna Group Private Teens Deewani Mastani Hips Don't Lie AMNA Dance AAD #DTIstars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos' AMNA All Around Dancer (AAD) Classes Dance To Inspire (DTI) Stars www.AMNAdance.com 855-678-AMNA Bollywood | Hip Hop | Jazz | Latin Dance School and Studios Los Angeles County, Orange County and Inland Empire [Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror] #dancetoinspire #dtistars #amnadance #dancestars
published: 05 Dec 2017 -
Forced to Lie- “My Parents Divorce” Facebook group
Has anyone ever made you feel that you had to tell lies and say bad things about a parent who has always loved and cared for you? You all are welcome to join https://www.facebook.com/groups/MyParentsDivorce/ and tell other kids of divorce! YouTube Channel: Parental Alienation Survival Coach Facebook Group: Parental Alienation Survival Coach Twitter: PASurvivalCoach Instagram: PASurvivalCoach Check out the book! https://www.amazon.com/Parental-Alienation-Survival-Coach-self-care-ebook/dp/B0768SBW7G #parentalalienation #parentalienation
published: 05 Dec 2017 -
Klee Irwin: Exceptional Lie Groups Explained Using Non-Infinite Reflections
Klee Irwin discusses exceptional lie groups using an analogy of the type of infinite reflections one would see at a barbershop. We interviewed Klee for a documentary we're making about E8 and how different scientists are using it in their quantum gravity theories. This is a mostly unedited portion of his interview.
published: 27 Nov 2017 -
Miraculous Group Chat Part 1(2 truths and a lie)
Made with TextingStory // textingstory.com
published: 23 Nov 2017 -
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
published: 07 Nov 2017 -
Bombhaat Group dance video song l Lie Movie l Nithin l Megha Aqkash l Mani Sharma !
Hi to everyone! Please watch Bombhaat dance video choreography from the movie Lie starring Nithin and Megha Akash Welcome to Revathi Reddy's dance channel Follow and subscribe if you wish to stay updated. Here is the link https://www.youtube.com/channel/UCUo7T1y-2JYhxBEkQOBcWjw/videos Dance to me is the biggest passion in my life. I love dancing and watching amazing dance videos online. My youtube channel(i.e., Revathi Reddy) is the reflection of my passion towards dance. Every week I would be uploading dance videos from the latest bollywwod and tollywood block buster songs. Please keep on encouraging me and your encourgment boost my confidence levels. You can receive latest updates about my dance videos by liking and following my official dance page on facebook. Here is the link. Pls...
published: 10 Oct 2017 -
64 tetrahedron grid E8 lie group dodecahedron Sri Yantra superstring part 2
Part 1: https://youtu.be/YvcKrm0FCbI
published: 18 Sep 2017 -
64tetrahedron grid/infinite tetrahedron grid/infinite dimensional E8 lie group/Sri Yantra superstrin
For more information check out my website: http://freemason90xy.wixsite.com/quantume8
published: 10 Sep 2017 -
【HBD Minty】Your Lie in April OP1 - Hikaru Nara (光るなら) Group Cover
►THE AUDIO IN THIS IS PITCHED DUE TO COPYRIGHT SO PLEASE PLEASE PLEASE CLICK HERE TO WATCH THE ORIGINAL UNPITCHED VERSION!! https://drive.google.com/open?id=0B62h27TleSKoSTBVc0c3Y1RmeXc ■ Song: Hikaru Nara (If It Shines) ■ From: Your Lie in April (Shigatsu wa Kimi no Uso) ■ Composer: Goose-house ■ Instrumental: Also by Goose-House :3 ■ Vocals, Mix, & Master: Cinnabuns [ Here ] -Social: Mixing Commissions: [ https://cinnabuns.wixsite.com/home ] Twitter: [ https://twitter.com/Cinnabunsu ] SoundCloud: [ https://soundcloud.com/major_cinnabuns ] Tumblr: [ http://major-cinnabuns.tumblr.com/ ] ■Illustration and Video: Sketch: Savi [ https://twitter.com/savisavichan ] Lineart: Lilly [ Link below! ] Color: Mina [ https://twitter.com/Minachiio ] Video: Keii [ https://twitter.com/XDkeikoX3 ] ...
published: 09 Aug 2017 -
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling la...
published: 30 Jul 2017 -
Christian Group Sues For Right To Lie
Christian pregnancy clinics are suing for the right to lie to their clients. Ana Kasparian and Brett Erlich, the hosts of The Young Turks, break it down. Tell us what you think in the comment section below. https://tytnetwork.com/join/ “Last week Hawaii Gov. David Ige signed a law into effect requiring pregnancy-care centers inform clients about all available reproductive health services, including access to contraception and abortion. Conservative Christian groups are not happy. A day after the law took effect, the Alliance Defending Freedom filed a lawsuit on behalf of A Place for Women in Waipoi, a church-operated crisis pregnancy center, and five other Hawaiian centers affiliated with the National Institute of Family and Life Advocates. They argue that the new law infringes on the ce...
published: 23 Jul 2017 -
[Avatar France][Group] Hips don't lie, by TPDC
Just Dance Avatar France at Japan Expo (Parc des Expositions, Paris Nord, Villepinte) Category : Group Team : 13 Provence Dance Crew Members : Rayissa, Naf, Yasmiina and Benjamin Song : Hips don't lie Artist : Shakira Ft. Wyclef Jean From Just Dance 2017 #JustDance #Ubisoft #AvatarFrance #JustDancePh #JustDancePhilippines #JustDanceFrance #JustDanceFr #Cosplay #JapanExpo
published: 15 Jul 2017 -
Dominique Manchon: Free post-Lie algebras, the Hopf algebra of Lie group integrators and planar...
Abstract: The Hopf algebra of Lie group integrators has been introduced by H. Munthe-Kaas and W. Wright as a tool to handle Runge-Kutta numerical methods on homogeneous spaces. It is spanned by planar rooted forests, possibly decorated. We will describe a canonical surjective Hopf algebra morphism onto the shuffle Hopf algebra which deserves to be called planar arborification. The space of primitive elements is a free post-Lie algebra, which in turn will permit us to describe the corresponding co-arborification process. Joint work with Charles Curry (NTNU Trondheim), Kurusch Ebrahimi-Fard (NTNU) and Hans Z. Munthe-Kaas (Univ. Bergen). The two triangles appearing at 24'04" and 25'19'' respectively should be understood as a #. Recording during the thematic meeting : "Algebraic Combinatorics...
published: 13 Jul 2017 -
Cooperative Cloud SLAM on Matrix Lie Groups
Cooperative SLAM algorithm tested on KITTI dataset.
published: 06 Jul 2017 -
Sounds of Lie group representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave). All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
published: 25 Jun 2017 -
VUK2017 Group Workshop Vid: I'd Lie For You
At VidUKon 2017, attendees were put into groups and were provided with a range of source material and sections of a song. This is the vid we created. Affectionately known as the Frankenvid, it was screened as the finale of VUK2017.
published: 21 Jun 2017 -
Womens Group Study Finds Rape Culture Is A Lie. Also Kathy Griffin. - MGTOW
Double standards and stupid people. Article: https://squawker.org/entertainment-and-gossip/new-study-suggests-rape-culture/
published: 03 Jun 2017
developed with YouTube
Particle Physics (2018) Topic 6: Lie Groups, Lie Algebras and an SO(3) Case Study
- Order: Reorder
- Duration: 58:14
- Updated: 31 Jan 2018
- views: 57
Lecture from 2018 upper level undergraduate course in particle physics at Colorado School of Mines. You can follow along at:
http://inside.mines.edu/~aflourno/...
Lecture from 2018 upper level undergraduate course in particle physics at Colorado School of Mines. You can follow along at:
http://inside.mines.edu/~aflourno/Particle/423.shtml
https://wn.com/Particle_Physics_(2018)_Topic_6_Lie_Groups,_Lie_Algebras_And_An_So(3)_Case_Study
Lecture from 2018 upper level undergraduate course in particle physics at Colorado School of Mines. You can follow along at:
http://inside.mines.edu/~aflourno/Particle/423.shtml
- published: 31 Jan 2018
- views: 57
The Lobas Group: The Numbers Don’t Lie—a Shift May Be Happening Soon in Our Market
- Order: Reorder
- Duration: 4:30
- Updated: 08 Dec 2017
- views: 46
Today I have the latest numbers from the month of October in our Baltimore metro market and I’m going to compare them to last year’s numbers to see where things...
Today I have the latest numbers from the month of October in our Baltimore metro market and I’m going to compare them to last year’s numbers to see where things are headed to close out 2017. Year over year, the median sale price rose 2.8%. The total sales volume across the Baltimore metro area rose 0.5%. Along with these increases, the number of new listings rose 8.1%. To find out what these numbers mean going forward, watch my latest video.
Learn more: https://www.discoverbaltimorerealestate.com/blog/the-numbers-dont-lie-a-shift-may-be-happening-soon-in-our-market/
About:
The Lobas Group | Keller Williams is Greater Baltimore's most innovative real estate team.
Contact:
8015 Corporate Dr., Nottingham, MD 21236
410-821-1199
TRANSCRIPTION:
The October 2017 numbers are in from our Baltimore metro market. How do they compare with the numbers from October 2016? What do they mean moving forward?
The median sale price rose 2.8% to $260,000. That’s the highest October price level in more than 10 years. The total sales volume across the Baltimore metro area rose 0.5%. The number of closed sales rose 1.2%, which marked the highest number of sales in the month of October in the last decade.
New contract activity rose 7.3%. Compared to September 2017, it rose 6.2%. For new contract activity, this was also the highest level for the month of October in a decade, and it means that more buyers are qualified, writing contracts, and getting their contracts accepted. This level could continue to go up since that’s where it’s trending.
New listings rose 8.1% compared to last year, but they declined 2.1% compared to September 2017. All active listings declined by 11.3%, which marked the 26th consecutive month of declining year-over-year inventory levels and the lowest October level in a decade.
Lastly, the median days on market for homes dropped from 40 days to 32 days. This means that, along with declining inventory levels, properties are selling faster.
As you can see, the market is shifting, so it would be wise to buy and sell now because 2018 will likely be different than the what we’ve seen the last five years. As we’ve discussed in past videos, if your home is listed but it’s sitting on the market without a buyer, there are three factors you must pinpoint:
Price
Condition
Location
You can’t change your home’s location, but you can change its price and condition. As far as condition goes, if your home isn’t staged and looking it’s absolute best on camera, you need to hire a professional stager or photographer to change things up a bit. After that, you can relist your home.
A shift is coming, but it’s not here yet, so if you have any questions about our market or you’re thinking of buying or selling soon, give me a call or send me an email. I’d be glad to help you.
https://wn.com/The_Lobas_Group_The_Numbers_Don’T_Lie—A_Shift_May_Be_Happening_Soon_In_Our_Market
Today I have the latest numbers from the month of October in our Baltimore metro market and I’m going to compare them to last year’s numbers to see where things are headed to close out 2017. Year over year, the median sale price rose 2.8%. The total sales volume across the Baltimore metro area rose 0.5%. Along with these increases, the number of new listings rose 8.1%. To find out what these numbers mean going forward, watch my latest video.
Learn more: https://www.discoverbaltimorerealestate.com/blog/the-numbers-dont-lie-a-shift-may-be-happening-soon-in-our-market/
About:
The Lobas Group | Keller Williams is Greater Baltimore's most innovative real estate team.
Contact:
8015 Corporate Dr., Nottingham, MD 21236
410-821-1199
TRANSCRIPTION:
The October 2017 numbers are in from our Baltimore metro market. How do they compare with the numbers from October 2016? What do they mean moving forward?
The median sale price rose 2.8% to $260,000. That’s the highest October price level in more than 10 years. The total sales volume across the Baltimore metro area rose 0.5%. The number of closed sales rose 1.2%, which marked the highest number of sales in the month of October in the last decade.
New contract activity rose 7.3%. Compared to September 2017, it rose 6.2%. For new contract activity, this was also the highest level for the month of October in a decade, and it means that more buyers are qualified, writing contracts, and getting their contracts accepted. This level could continue to go up since that’s where it’s trending.
New listings rose 8.1% compared to last year, but they declined 2.1% compared to September 2017. All active listings declined by 11.3%, which marked the 26th consecutive month of declining year-over-year inventory levels and the lowest October level in a decade.
Lastly, the median days on market for homes dropped from 40 days to 32 days. This means that, along with declining inventory levels, properties are selling faster.
As you can see, the market is shifting, so it would be wise to buy and sell now because 2018 will likely be different than the what we’ve seen the last five years. As we’ve discussed in past videos, if your home is listed but it’s sitting on the market without a buyer, there are three factors you must pinpoint:
Price
Condition
Location
You can’t change your home’s location, but you can change its price and condition. As far as condition goes, if your home isn’t staged and looking it’s absolute best on camera, you need to hire a professional stager or photographer to change things up a bit. After that, you can relist your home.
A shift is coming, but it’s not here yet, so if you have any questions about our market or you’re thinking of buying or selling soon, give me a call or send me an email. I’d be glad to help you.
- published: 08 Dec 2017
- views: 46
Laguna Teens Private Group Hips Don't Lie AMNA Dance AAD #DTIstars
- Order: Reorder
- Duration: 1:19
- Updated: 05 Dec 2017
- views: 55
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdan...
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdance.com
855-678-AMNA
Bollywood | Hip Hop | Jazz | Latin
Dance School and Studios
Los Angeles County, Orange County and Inland Empire
[Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror]
#dancetoinspire #dtistars #amnadance #dancestars
https://wn.com/Laguna_Teens_Private_Group_Hips_Don't_Lie_Amna_Dance_Aad_Dtistars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdance.com
855-678-AMNA
Bollywood | Hip Hop | Jazz | Latin
Dance School and Studios
Los Angeles County, Orange County and Inland Empire
[Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror]
#dancetoinspire #dtistars #amnadance #dancestars
- published: 05 Dec 2017
- views: 55
Laguna Group Private Teens Deewani Mastani Hips Don't Lie AMNA Dance AAD #DTIstars
- Order: Reorder
- Duration: 5:07
- Updated: 05 Dec 2017
- views: 84
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdan...
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdance.com
855-678-AMNA
Bollywood | Hip Hop | Jazz | Latin
Dance School and Studios
Los Angeles County, Orange County and Inland Empire
[Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror]
#dancetoinspire #dtistars #amnadance #dancestars
https://wn.com/Laguna_Group_Private_Teens_Deewani_Mastani_Hips_Don't_Lie_Amna_Dance_Aad_Dtistars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All Around Dancer (AAD) Classes
Dance To Inspire (DTI) Stars
www.AMNAdance.com
855-678-AMNA
Bollywood | Hip Hop | Jazz | Latin
Dance School and Studios
Los Angeles County, Orange County and Inland Empire
[Most Class Videos are recorded from the mirror View. When practicing, do not reverse any Rights from Lefts. Just follow the video as if it is your mirror]
#dancetoinspire #dtistars #amnadance #dancestars
- published: 05 Dec 2017
- views: 84
Forced to Lie- “My Parents Divorce” Facebook group
- Order: Reorder
- Duration: 2:35
- Updated: 05 Dec 2017
- views: 14
Has anyone ever made you feel that you had to tell lies and say bad things about a parent who has always loved and cared for you?
You all are welcome to join h...
Has anyone ever made you feel that you had to tell lies and say bad things about a parent who has always loved and cared for you?
You all are welcome to join https://www.facebook.com/groups/MyParentsDivorce/
and tell other kids of divorce!
YouTube Channel: Parental Alienation Survival Coach
Facebook Group: Parental Alienation Survival Coach
Twitter: PASurvivalCoach
Instagram: PASurvivalCoach
Check out the book! https://www.amazon.com/Parental-Alienation-Survival-Coach-self-care-ebook/dp/B0768SBW7G
#parentalalienation #parentalienation
https://wn.com/Forced_To_Lie_“My_Parents_Divorce”_Facebook_Group
Has anyone ever made you feel that you had to tell lies and say bad things about a parent who has always loved and cared for you?
You all are welcome to join https://www.facebook.com/groups/MyParentsDivorce/
and tell other kids of divorce!
YouTube Channel: Parental Alienation Survival Coach
Facebook Group: Parental Alienation Survival Coach
Twitter: PASurvivalCoach
Instagram: PASurvivalCoach
Check out the book! https://www.amazon.com/Parental-Alienation-Survival-Coach-self-care-ebook/dp/B0768SBW7G
#parentalalienation #parentalienation
- published: 05 Dec 2017
- views: 14
Klee Irwin: Exceptional Lie Groups Explained Using Non-Infinite Reflections
- Order: Reorder
- Duration: 6:48
- Updated: 27 Nov 2017
- views: 3077
Klee Irwin discusses exceptional lie groups using an analogy of the type of infinite reflections one would see at a barbershop.
We interviewed Klee for a do...
Klee Irwin discusses exceptional lie groups using an analogy of the type of infinite reflections one would see at a barbershop.
We interviewed Klee for a documentary we're making about E8 and how different scientists are using it in their quantum gravity theories. This is a mostly unedited portion of his interview.
https://wn.com/Klee_Irwin_Exceptional_Lie_Groups_Explained_Using_Non_Infinite_Reflections
Klee Irwin discusses exceptional lie groups using an analogy of the type of infinite reflections one would see at a barbershop.
We interviewed Klee for a documentary we're making about E8 and how different scientists are using it in their quantum gravity theories. This is a mostly unedited portion of his interview.
- published: 27 Nov 2017
- views: 3077
Miraculous Group Chat Part 1(2 truths and a lie)
- Order: Reorder
- Duration: 5:21
- Updated: 23 Nov 2017
- views: 14020
Made with TextingStory // textingstory.com
Made with TextingStory // textingstory.com
https://wn.com/Miraculous_Group_Chat_Part_1(2_Truths_And_A_Lie)
Made with TextingStory // textingstory.com
- published: 23 Nov 2017
- views: 14020
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
- Order: Reorder
- Duration: 3:02
- Updated: 07 Nov 2017
- views: 1
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
- published: 07 Nov 2017
- views: 1
Bombhaat Group dance video song l Lie Movie l Nithin l Megha Aqkash l Mani Sharma !
- Order: Reorder
- Duration: 0:55
- Updated: 10 Oct 2017
- views: 4429
Hi to everyone!
Please watch Bombhaat dance video choreography from the movie Lie starring Nithin and Megha Akash
Welcome to Revathi Reddy's dance channel
Fo...
Hi to everyone!
Please watch Bombhaat dance video choreography from the movie Lie starring Nithin and Megha Akash
Welcome to Revathi Reddy's dance channel
Follow and subscribe if you wish to stay updated. Here is the link
https://www.youtube.com/channel/UCUo7T1y-2JYhxBEkQOBcWjw/videos
Dance to me is the biggest passion in my life. I love dancing and watching amazing dance videos online. My youtube channel(i.e., Revathi Reddy) is the reflection of my passion towards dance. Every week I would be uploading dance videos from the latest bollywwod and tollywood block buster songs. Please keep on encouraging me and your encourgment boost my confidence levels.
You can receive latest updates about my dance videos by liking and following my official dance page on facebook. Here is the link. Pls like my official dance page.
https://www.facebook.com/revdance0123
Thanks a lot.
https://wn.com/Bombhaat_Group_Dance_Video_Song_L_Lie_Movie_L_Nithin_L_Megha_Aqkash_L_Mani_Sharma
Hi to everyone!
Please watch Bombhaat dance video choreography from the movie Lie starring Nithin and Megha Akash
Welcome to Revathi Reddy's dance channel
Follow and subscribe if you wish to stay updated. Here is the link
https://www.youtube.com/channel/UCUo7T1y-2JYhxBEkQOBcWjw/videos
Dance to me is the biggest passion in my life. I love dancing and watching amazing dance videos online. My youtube channel(i.e., Revathi Reddy) is the reflection of my passion towards dance. Every week I would be uploading dance videos from the latest bollywwod and tollywood block buster songs. Please keep on encouraging me and your encourgment boost my confidence levels.
You can receive latest updates about my dance videos by liking and following my official dance page on facebook. Here is the link. Pls like my official dance page.
https://www.facebook.com/revdance0123
Thanks a lot.
- published: 10 Oct 2017
- views: 4429
64 tetrahedron grid E8 lie group dodecahedron Sri Yantra superstring part 2
- Order: Reorder
- Duration: 0:56
- Updated: 18 Sep 2017
- views: 62
Part 1:
https://youtu.be/YvcKrm0FCbI
Part 1:
https://youtu.be/YvcKrm0FCbI
https://wn.com/64_Tetrahedron_Grid_E8_Lie_Group_Dodecahedron_Sri_Yantra_Superstring_Part_2
Part 1:
https://youtu.be/YvcKrm0FCbI
- published: 18 Sep 2017
- views: 62
64tetrahedron grid/infinite tetrahedron grid/infinite dimensional E8 lie group/Sri Yantra superstrin
- Order: Reorder
- Duration: 3:01
- Updated: 10 Sep 2017
- views: 83
For more information check out my website:
http://freemason90xy.wixsite.com/quantume8
For more information check out my website:
http://freemason90xy.wixsite.com/quantume8
https://wn.com/64Tetrahedron_Grid_Infinite_Tetrahedron_Grid_Infinite_Dimensional_E8_Lie_Group_Sri_Yantra_Superstrin
For more information check out my website:
http://freemason90xy.wixsite.com/quantume8
- published: 10 Sep 2017
- views: 83
【HBD Minty】Your Lie in April OP1 - Hikaru Nara (光るなら) Group Cover
- Order: Reorder
- Duration: 4:21
- Updated: 09 Aug 2017
- views: 498
►THE AUDIO IN THIS IS PITCHED DUE TO COPYRIGHT SO PLEASE PLEASE PLEASE CLICK HERE TO WATCH THE ORIGINAL UNPITCHED VERSION!!
https://drive.google.com/open?id=0B...
►THE AUDIO IN THIS IS PITCHED DUE TO COPYRIGHT SO PLEASE PLEASE PLEASE CLICK HERE TO WATCH THE ORIGINAL UNPITCHED VERSION!!
https://drive.google.com/open?id=0B62h27TleSKoSTBVc0c3Y1RmeXc
■ Song: Hikaru Nara (If It Shines)
■ From: Your Lie in April (Shigatsu wa Kimi no Uso)
■ Composer: Goose-house
■ Instrumental: Also by Goose-House :3
■ Vocals, Mix, & Master: Cinnabuns [ Here ]
-Social:
Mixing Commissions: [ https://cinnabuns.wixsite.com/home ]
Twitter: [ https://twitter.com/Cinnabunsu ]
SoundCloud: [ https://soundcloud.com/major_cinnabuns ]
Tumblr: [ http://major-cinnabuns.tumblr.com/ ]
■Illustration and Video:
Sketch: Savi [ https://twitter.com/savisavichan ]
Lineart: Lilly [ Link below! ]
Color: Mina [ https://twitter.com/Minachiio ]
Video: Keii [ https://twitter.com/XDkeikoX3 ]
■Vocalists:
- Vivi [ https://www.youtube.com/user/nightangelstar ]
- Cinnabuns [ Here ]
- Kora[ https://www.youtube.com/user/Cyberbird29 ]
- Lilly(riri) [ https://www.youtube.com/channel/UCwy6hdhWdCjtpa0EfKrOa4Q ]
- SacredFates[ https://www.youtube.com/user/SacredFates ]
- Mimi [ https://www.youtube.com/user/mimimoiselle ]
- Kata [ https://www.youtube.com/channel/UC_gWUiVJsHEnFxw3QQHtHVw ]
■ Minty, the birthday girl’s links:
YouTube: https://www.youtube.com/user/SaysayAzenia
Twitter: https://twitter.com/AzeniaAi
■ MP3's!!!!
MP3 Download: https://app.box.com/s/mef0f7qxpr9o1u99dd6imh0tqjfd1ss6
Acapella:
https://www.dropbox.com/s/whzh8f9ld2vrj68/Hikaru%20Nara%20Cover%20Acapella.mp3?dl=0
►Description:
-YESSSSS WE DID IT! AFTER WEEKS OF MASO’ING FROM EVERY SINGLE PERSON INVOLVED WITH THIS VIDEO WE FRIKIN DID ITTT!!!
- Seriously, proud of EVERYONE who worked on this. Thank you all!!! I always wanted to make a very special birthday video for the love of -
my life and what better than to do a song from an amazing anime?
- The lyrics speak out to me since Minty, from the beginning, she always shined so beautifully and I knew I wanted to show her much love and appreciation, so I hope my message reached to her~
-Thank you all again who helped me make this happen and bless you all!
►Disclaimer:
Under Section 107 of the Copyright Act 1976, allowance is made for "fair use" for purposes such as criticism, comment, news reporting, teaching, scholarship, and research. Fair use is a use permitted by copyright statute that might otherwise be infringing. Non-profit, educational or personal use tips the balance in favor of fair use.
https://wn.com/【Hbd_Minty】Your_Lie_In_April_Op1_Hikaru_Nara_(光るなら)_Group_Cover
►THE AUDIO IN THIS IS PITCHED DUE TO COPYRIGHT SO PLEASE PLEASE PLEASE CLICK HERE TO WATCH THE ORIGINAL UNPITCHED VERSION!!
https://drive.google.com/open?id=0B62h27TleSKoSTBVc0c3Y1RmeXc
■ Song: Hikaru Nara (If It Shines)
■ From: Your Lie in April (Shigatsu wa Kimi no Uso)
■ Composer: Goose-house
■ Instrumental: Also by Goose-House :3
■ Vocals, Mix, & Master: Cinnabuns [ Here ]
-Social:
Mixing Commissions: [ https://cinnabuns.wixsite.com/home ]
Twitter: [ https://twitter.com/Cinnabunsu ]
SoundCloud: [ https://soundcloud.com/major_cinnabuns ]
Tumblr: [ http://major-cinnabuns.tumblr.com/ ]
■Illustration and Video:
Sketch: Savi [ https://twitter.com/savisavichan ]
Lineart: Lilly [ Link below! ]
Color: Mina [ https://twitter.com/Minachiio ]
Video: Keii [ https://twitter.com/XDkeikoX3 ]
■Vocalists:
- Vivi [ https://www.youtube.com/user/nightangelstar ]
- Cinnabuns [ Here ]
- Kora[ https://www.youtube.com/user/Cyberbird29 ]
- Lilly(riri) [ https://www.youtube.com/channel/UCwy6hdhWdCjtpa0EfKrOa4Q ]
- SacredFates[ https://www.youtube.com/user/SacredFates ]
- Mimi [ https://www.youtube.com/user/mimimoiselle ]
- Kata [ https://www.youtube.com/channel/UC_gWUiVJsHEnFxw3QQHtHVw ]
■ Minty, the birthday girl’s links:
YouTube: https://www.youtube.com/user/SaysayAzenia
Twitter: https://twitter.com/AzeniaAi
■ MP3's!!!!
MP3 Download: https://app.box.com/s/mef0f7qxpr9o1u99dd6imh0tqjfd1ss6
Acapella:
https://www.dropbox.com/s/whzh8f9ld2vrj68/Hikaru%20Nara%20Cover%20Acapella.mp3?dl=0
►Description:
-YESSSSS WE DID IT! AFTER WEEKS OF MASO’ING FROM EVERY SINGLE PERSON INVOLVED WITH THIS VIDEO WE FRIKIN DID ITTT!!!
- Seriously, proud of EVERYONE who worked on this. Thank you all!!! I always wanted to make a very special birthday video for the love of -
my life and what better than to do a song from an amazing anime?
- The lyrics speak out to me since Minty, from the beginning, she always shined so beautifully and I knew I wanted to show her much love and appreciation, so I hope my message reached to her~
-Thank you all again who helped me make this happen and bless you all!
►Disclaimer:
Under Section 107 of the Copyright Act 1976, allowance is made for "fair use" for purposes such as criticism, comment, news reporting, teaching, scholarship, and research. Fair use is a use permitted by copyright statute that might otherwise be infringing. Non-profit, educational or personal use tips the balance in favor of fair use.
- published: 09 Aug 2017
- views: 498
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
- Order: Reorder
- Duration: 3:56
- Updated: 30 Jul 2017
- views: 371
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-o...
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling layers for the elements on the Lie group. Furthermore, we propose a logarithm mapping layer to map the resulting manifold data into a tangent space that facilitates the application of regular output layers for the final classification. Evaluations of the proposed network for standard 3D human action recognition datasets clearly demonstrate its superiority over existing shallow Lie group feature learning methods as well as most conventional deep learning methods.
https://wn.com/Deep_Learning_On_Lie_Groups_For_Skeleton_Based_Action_Recognition_|_Spotlight_1_2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based action recognition has become a popular 3D classification problem. State-of-the-art methods typically first represent each motion sequence as a high-dimensional trajectory on a Lie group with an additional dynamic time warping, and then shallowly learn favorable Lie group features. In this paper we incorporate the Lie group structure into a deep network architecture to learn more appropriate Lie group features for 3D action recognition. Within the network structure, we design rotation mapping layers to transform the input Lie group features into desirable ones, which are aligned better in the temporal domain. To reduce the high feature dimensionality, the architecture is equipped with rotation pooling layers for the elements on the Lie group. Furthermore, we propose a logarithm mapping layer to map the resulting manifold data into a tangent space that facilitates the application of regular output layers for the final classification. Evaluations of the proposed network for standard 3D human action recognition datasets clearly demonstrate its superiority over existing shallow Lie group feature learning methods as well as most conventional deep learning methods.
- published: 30 Jul 2017
- views: 371
Christian Group Sues For Right To Lie
- Order: Reorder
- Duration: 9:25
- Updated: 23 Jul 2017
- views: 132685
Christian pregnancy clinics are suing for the right to lie to their clients. Ana Kasparian and Brett Erlich, the hosts of The Young Turks, break it down. Tell u...
Christian pregnancy clinics are suing for the right to lie to their clients. Ana Kasparian and Brett Erlich, the hosts of The Young Turks, break it down. Tell us what you think in the comment section below. https://tytnetwork.com/join/
“Last week Hawaii Gov. David Ige signed a law into effect requiring pregnancy-care centers inform clients about all available reproductive health services, including access to contraception and abortion.
Conservative Christian groups are not happy.
A day after the law took effect, the Alliance Defending Freedom filed a lawsuit on behalf of A Place for Women in Waipoi, a church-operated crisis pregnancy center, and five other Hawaiian centers affiliated with the National Institute of Family and Life Advocates.
They argue that the new law infringes on the centers’ rights to free speech and exercise of religion.
Those who don’t comply can be fined $500 for a first-time offense and $1,000 for any subsequent act of noncompliance. The law also allows pregnant women to sue noncomplying clinics they received services from for damages.
“State sponsored anti-life activists are so in love with abortion that they want to suppress the free speech rights of pro-life pregnancy centers in Hawaii and force them to become abortion referral agencies,” said NIFLA president Thomas Glessner in an April statement. “They cannot tolerate the existence of life-affirming pregnancy centers that give mothers contemplating abortion hope and support as they are empowered to choose life.”
The law was submitted by Hawaii’s Women’s Legislative Caucus and requires that all centers providing pregnancy- or family-planning related services inform their clients of access to state reproductive health programs. According to the text, the legislation is designed to ensure women can “make and implement informed, timely, and personally appropriate reproductive health decisions.”
Read more here: http://www.thedailybeast.com/hawaii-mandates-contraception-education-conservative-christians-sue
Hosts: Ana Kasparian, Brett Erlich
Cast: Ana Kasparian, Brett Erlich
***
The Largest Online News Show in the World. Hosted by Cenk Uygur and Ana Kasparian. LIVE STREAMING weekdays 6-8pm ET. http://www.tytnetwork.com/live
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Young Turk (n), 1. Young progressive or insurgent member of an institution, movement, or political party. 2. A young person who rebels against authority or societal expectations.(American Heritage Dictionary)
https://wn.com/Christian_Group_Sues_For_Right_To_Lie
Christian pregnancy clinics are suing for the right to lie to their clients. Ana Kasparian and Brett Erlich, the hosts of The Young Turks, break it down. Tell us what you think in the comment section below. https://tytnetwork.com/join/
“Last week Hawaii Gov. David Ige signed a law into effect requiring pregnancy-care centers inform clients about all available reproductive health services, including access to contraception and abortion.
Conservative Christian groups are not happy.
A day after the law took effect, the Alliance Defending Freedom filed a lawsuit on behalf of A Place for Women in Waipoi, a church-operated crisis pregnancy center, and five other Hawaiian centers affiliated with the National Institute of Family and Life Advocates.
They argue that the new law infringes on the centers’ rights to free speech and exercise of religion.
Those who don’t comply can be fined $500 for a first-time offense and $1,000 for any subsequent act of noncompliance. The law also allows pregnant women to sue noncomplying clinics they received services from for damages.
“State sponsored anti-life activists are so in love with abortion that they want to suppress the free speech rights of pro-life pregnancy centers in Hawaii and force them to become abortion referral agencies,” said NIFLA president Thomas Glessner in an April statement. “They cannot tolerate the existence of life-affirming pregnancy centers that give mothers contemplating abortion hope and support as they are empowered to choose life.”
The law was submitted by Hawaii’s Women’s Legislative Caucus and requires that all centers providing pregnancy- or family-planning related services inform their clients of access to state reproductive health programs. According to the text, the legislation is designed to ensure women can “make and implement informed, timely, and personally appropriate reproductive health decisions.”
Read more here: http://www.thedailybeast.com/hawaii-mandates-contraception-education-conservative-christians-sue
Hosts: Ana Kasparian, Brett Erlich
Cast: Ana Kasparian, Brett Erlich
***
The Largest Online News Show in the World. Hosted by Cenk Uygur and Ana Kasparian. LIVE STREAMING weekdays 6-8pm ET. http://www.tytnetwork.com/live
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Like The Young Turks on Facebook: http://facebook.com/theyoungturks
Follow The Young Turks on Twitter: http://twitter.com/theyoungturks
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Download audio and video of the full two hour show on-demand + the members-only post game show by becoming a member at http://www.tytnetwork.com/join/. Your membership supports the day to day operations and is vital for our continued success and growth.
Young Turk (n), 1. Young progressive or insurgent member of an institution, movement, or political party. 2. A young person who rebels against authority or societal expectations.(American Heritage Dictionary)
- published: 23 Jul 2017
- views: 132685
[Avatar France][Group] Hips don't lie, by TPDC
- Order: Reorder
- Duration: 2:22
- Updated: 15 Jul 2017
- views: 49
Just Dance Avatar France at Japan Expo (Parc des Expositions, Paris Nord, Villepinte)
Category : Group
Team : 13 Provence Dance Crew
Members : Rayissa, Naf, Yas...
Just Dance Avatar France at Japan Expo (Parc des Expositions, Paris Nord, Villepinte)
Category : Group
Team : 13 Provence Dance Crew
Members : Rayissa, Naf, Yasmiina and Benjamin
Song : Hips don't lie
Artist : Shakira Ft. Wyclef Jean
From Just Dance 2017
#JustDance #Ubisoft #AvatarFrance #JustDancePh #JustDancePhilippines #JustDanceFrance #JustDanceFr #Cosplay #JapanExpo
https://wn.com/Avatar_France_Group_Hips_Don't_Lie,_By_Tpdc
Just Dance Avatar France at Japan Expo (Parc des Expositions, Paris Nord, Villepinte)
Category : Group
Team : 13 Provence Dance Crew
Members : Rayissa, Naf, Yasmiina and Benjamin
Song : Hips don't lie
Artist : Shakira Ft. Wyclef Jean
From Just Dance 2017
#JustDance #Ubisoft #AvatarFrance #JustDancePh #JustDancePhilippines #JustDanceFrance #JustDanceFr #Cosplay #JapanExpo
- published: 15 Jul 2017
- views: 49
Dominique Manchon: Free post-Lie algebras, the Hopf algebra of Lie group integrators and planar...
- Order: Reorder
- Duration: 1:00:10
- Updated: 13 Jul 2017
- views: 110
Abstract: The Hopf algebra of Lie group integrators has been introduced by H. Munthe-Kaas and W. Wright as a tool to handle Runge-Kutta numerical methods on hom...
Abstract: The Hopf algebra of Lie group integrators has been introduced by H. Munthe-Kaas and W. Wright as a tool to handle Runge-Kutta numerical methods on homogeneous spaces. It is spanned by planar rooted forests, possibly decorated. We will describe a canonical surjective Hopf algebra morphism onto the shuffle Hopf algebra which deserves to be called planar arborification. The space of primitive elements is a free post-Lie algebra, which in turn will permit us to describe the corresponding co-arborification process.
Joint work with Charles Curry (NTNU Trondheim), Kurusch Ebrahimi-Fard (NTNU) and Hans Z. Munthe-Kaas (Univ. Bergen).
The two triangles appearing at 24'04" and 25'19'' respectively should be understood as a #.
Recording during the thematic meeting : "Algebraic Combinatorics, Resurgence, Moulds and Applications" the June 29, 2017 at the Centre International de Rencontres Mathématiques (Marseille, France)
Filmmaker: Guillaume Hennenfent
Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: http://library.cirm-math.fr. And discover all its functionalities:
- Chapter markers and keywords to watch the parts of your choice in the video
- Videos enriched with abstracts, bibliographies, Mathematics Subject Classification
- Multi-criteria search by author, title, tags, mathematical area
https://wn.com/Dominique_Manchon_Free_Post_Lie_Algebras,_The_Hopf_Algebra_Of_Lie_Group_Integrators_And_Planar...
Abstract: The Hopf algebra of Lie group integrators has been introduced by H. Munthe-Kaas and W. Wright as a tool to handle Runge-Kutta numerical methods on homogeneous spaces. It is spanned by planar rooted forests, possibly decorated. We will describe a canonical surjective Hopf algebra morphism onto the shuffle Hopf algebra which deserves to be called planar arborification. The space of primitive elements is a free post-Lie algebra, which in turn will permit us to describe the corresponding co-arborification process.
Joint work with Charles Curry (NTNU Trondheim), Kurusch Ebrahimi-Fard (NTNU) and Hans Z. Munthe-Kaas (Univ. Bergen).
The two triangles appearing at 24'04" and 25'19'' respectively should be understood as a #.
Recording during the thematic meeting : "Algebraic Combinatorics, Resurgence, Moulds and Applications" the June 29, 2017 at the Centre International de Rencontres Mathématiques (Marseille, France)
Filmmaker: Guillaume Hennenfent
Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: http://library.cirm-math.fr. And discover all its functionalities:
- Chapter markers and keywords to watch the parts of your choice in the video
- Videos enriched with abstracts, bibliographies, Mathematics Subject Classification
- Multi-criteria search by author, title, tags, mathematical area
- published: 13 Jul 2017
- views: 110
Cooperative Cloud SLAM on Matrix Lie Groups
- Order: Reorder
- Duration: 2:44
- Updated: 06 Jul 2017
- views: 124
Cooperative SLAM algorithm tested on KITTI dataset.
Cooperative SLAM algorithm tested on KITTI dataset.
https://wn.com/Cooperative_Cloud_Slam_On_Matrix_Lie_Groups
Sounds of Lie group representations
- Order: Reorder
- Duration: 2:53
- Updated: 25 Jun 2017
- views: 306
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here ...
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave).
All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
https://wn.com/Sounds_Of_Lie_Group_Representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal SU₂" has a weight spectrum which can be interpreted as a sound. Here we listen to the sound thus produced by various representations of various Lie groups (the frequency is set so that the fundamental representation of SU₂ maps to 110Hz, or the A note of the second octave).
All compact simple Lie groups up to rank 7 have been included, and for each one, every fundamental representation and the adjoint representation.
- published: 25 Jun 2017
- views: 306
VUK2017 Group Workshop Vid: I'd Lie For You
- Order: Reorder
- Duration: 6:30
- Updated: 21 Jun 2017
- views: 122
At VidUKon 2017, attendees were put into groups and were provided with a range of source material and sections of a song. This is the vid we created. Affectiona...
At VidUKon 2017, attendees were put into groups and were provided with a range of source material and sections of a song. This is the vid we created. Affectionately known as the Frankenvid, it was screened as the finale of VUK2017.
https://wn.com/Vuk2017_Group_Workshop_Vid_I'd_Lie_For_You
At VidUKon 2017, attendees were put into groups and were provided with a range of source material and sections of a song. This is the vid we created. Affectionately known as the Frankenvid, it was screened as the finale of VUK2017.
- published: 21 Jun 2017
- views: 122
Womens Group Study Finds Rape Culture Is A Lie. Also Kathy Griffin. - MGTOW
- Order: Reorder
- Duration: 23:37
- Updated: 03 Jun 2017
- views: 1417
Double standards and stupid people.
Article: https://squawker.org/entertainment-and-gossip/new-study-suggests-rape-culture/
Double standards and stupid people.
Article: https://squawker.org/entertainment-and-gossip/new-study-suggests-rape-culture/
https://wn.com/Womens_Group_Study_Finds_Rape_Culture_Is_A_Lie._Also_Kathy_Griffin._Mgtow
Double standards and stupid people.
Article: https://squawker.org/entertainment-and-gossip/new-study-suggests-rape-culture/
- published: 03 Jun 2017
- views: 1417
-
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
published: 22 Sep 2015 -
Lie Groups and Lie Algebras | Lecture 1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties. If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs: http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028 These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website: http:...
published: 15 Oct 2014 -
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathe...
published: 02 Jun 2014 -
Particle Physics Topic 6: Lie Groups and Lie Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
published: 04 Feb 2016 -
001 Lie Groups by M.S. Raghunathan
published: 24 Jul 2013 -
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry. During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss. The class...
published: 04 Jun 2014 -
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
published: 22 Sep 2015 -
Lie Algebra (Lecture 1 of 6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra. Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
published: 18 Jul 2016 -
Lie Groups-2 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 02 Apr 2016 -
Lie Groups-4 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 21 Aug 2016 -
André Henriques - Lie algebras and their representations
Talk 3 of 4 on Wednesday 05-09-2012
published: 09 Aug 2015 -
Lie group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3. Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for a...
published: 19 Nov 2015 -
Lie Groups-1 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 01 Apr 2016 -
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2). The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Li...
published: 27 Mar 2015 -
Lie Groups-3 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
published: 20 Aug 2016 -
Representation theory of Lie groups and Lie algebras - Lec 17 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
published: 22 Sep 2015 -
Lie Groups and Lie Algebras | Lecture 2
The second in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture covers groups, group representations, structure constants, and the Poincare group. If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs: http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080029 These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website: http://perimeterschola...
published: 15 Oct 2014 -
Lie Groups and Lie Algebras | Lecture 3
The third in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture discusses the adjoint representation and the highest weight method for constructing representations of su(2). If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs: http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080030 These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) websit...
published: 15 Oct 2014 -
Lie Algebra: Solvable and Semisimple (part 1)
here is a painfully slow presentation of the first part of Chapter 4 from Erdmann and Wildon. Here we study the derived series of a Lie Algebra which leads us to define the radical as the largest solvable ideal. We conclude by defining semisimple. This is part 1 of 3 (there is about 2 hours of this)
published: 25 Mar 2015 -
Lec 2 | Lie Groups (Part 1)
Section 3: invariant vector fields, the exponential map Section 4: the Lie algebra of a Lie group, up to Lemma 4.9 The references (section,corallary,lemma,etc) above are given to 2010 version of lecture notes available at: http://www.staff.science.uu.nl/~ban00101/lie2012/lie2010.pdf The course was given by prof. dr. Erik van den Ban at the University of Utrecht in the spring of 2012 View the complete course ( Exercises, Recommended literature, etc ) at : http://www.staff.science.uu.nl/~ban00101/lie2012/lie2012.html
published: 09 Sep 2013
developed with YouTube
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
- Order: Reorder
- Duration: 1:43:12
- Updated: 22 Sep 2015
- views: 27364
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
https://wn.com/Lie_Groups_And_Their_Lie_Algebras_Lec_13_Frederic_Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
- published: 22 Sep 2015
- views: 27364
Lie Groups and Lie Algebras | Lecture 1
- Order: Reorder
- Duration: 1:12:02
- Updated: 15 Oct 2014
- views: 46495
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. Th...
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
https://wn.com/Lie_Groups_And_Lie_Algebras_|_Lecture_1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture provides an introduction to the subject, going through the motivation and basic examples/properties.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080028
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
- published: 15 Oct 2014
- views: 46495
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
- Order: Reorder
- Duration: 51:10
- Updated: 02 Jun 2014
- views: 22171
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we...
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie.
Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
If you are interested in supporting my YouTube Channel: here is the link to my Patreon page:
https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum.
https://wn.com/Mathhistory23_Simple_Groups,_Lie_Groups,_And_The_Search_For_Symmetry_I
During the 19th century, group theory shifted from its origins in number theory and the theory of equations to describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie.
Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
If you are interested in supporting my YouTube Channel: here is the link to my Patreon page:
https://www.patreon.com/njwildberger?ty=h You can sign up to be a Patron, and give a donation per view, up to a specified monthly maximum.
- published: 02 Jun 2014
- views: 22171
Particle Physics Topic 6: Lie Groups and Lie Algebras
- Order: Reorder
- Duration: 59:03
- Updated: 04 Feb 2016
- views: 8948
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
https://wn.com/Particle_Physics_Topic_6_Lie_Groups_And_Lie_Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School of Mines
- published: 04 Feb 2016
- views: 8948
001 Lie Groups by M.S. Raghunathan
- Order: Reorder
- Duration: 1:41:01
- Updated: 24 Jul 2013
- views: 9121
- published: 24 Jul 2013
- views: 9121
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
- Order: Reorder
- Duration: 26:26
- Updated: 04 Jun 2014
- views: 11804
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from ...
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
https://wn.com/Mathhistory23B_Simple_Groups,_Lie_Groups,_And_The_Search_For_Symmetry_Ii
This is the second video in this lecture on simple groups, Lie groups and manifestations of symmetry.
During the 19th century, the role of groups shifted from its origin in number theory and the theory of equations to its role in describing symmetry in geometry. In this video we talk about the history of the search for simple groups, the role of symmetry in tesselations, both Euclidean, spherical and hyperbolic, and the introduction of continuous groups, or Lie groups, by Sophus Lie. Along the way we meet briefly many remarkable mathematical objects, such as the Golay code whose symmetries explain partially the Mathieu groups, the exceptional Lie groups discovered by Killing, and some of the other sporadic simple groups, culminating with the Monster group of Fisher and Greiss.
The classification of finite simple groups is a high point of 20th century mathematics and the cumulative efforts of many mathematicians.
- published: 04 Jun 2014
- views: 11804
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
- Order: Reorder
- Duration: 1:51:13
- Updated: 22 Sep 2015
- views: 8901
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
https://wn.com/The_Lie_Group_Sl(2,C)_And_Its_Lie_Algebra_Sl(2,C)_Lec_15_Frederic_Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
- published: 22 Sep 2015
- views: 8901
Lie Algebra (Lecture 1 of 6)
- Order: Reorder
- Duration: 1:56:09
- Updated: 18 Jul 2016
- views: 8868
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for ...
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra.
Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
https://wn.com/Lie_Algebra_(Lecture_1_Of_6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Research's team of research scientists. We thought it would be useful for anyone interested in learning more about lie algebra.
Quantum Gravity Research is a team of physicists, mathematicians and chemists, hard at work on “Emergence Theory,” a new quantum gravity theory (or “Theory of Everything”) that unifies space, time, energy, matter, information and consciousness. The group was founded by its director, Klee Irwin, and operates in Los Angeles as a non-for-profit organization.
- published: 18 Jul 2016
- views: 8868
Lie Groups-2 Freddy Cachazo
- Order: Reorder
- Duration: 1:41:07
- Updated: 02 Apr 2016
- views: 536
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_2_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 02 Apr 2016
- views: 536
Lie Groups-4 Freddy Cachazo
- Order: Reorder
- Duration: 1:47:27
- Updated: 21 Aug 2016
- views: 195
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_4_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 21 Aug 2016
- views: 195
André Henriques - Lie algebras and their representations
- Order: Reorder
- Duration: 1:00:30
- Updated: 09 Aug 2015
- views: 1978
Talk 3 of 4 on Wednesday 05-09-2012
Talk 3 of 4 on Wednesday 05-09-2012
https://wn.com/André_Henriques_Lie_Algebras_And_Their_Representations
Lie group
- Order: Reorder
- Duration: 43:39
- Updated: 19 Nov 2015
- views: 1300
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth struc...
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3.
Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations.
This video is targeted to blind users.
Attribution:
Article text available under CC-BY-SA
Creative Commons image source in video
https://wn.com/Lie_Group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. Lie groups are named after Sophus Lie, who laid the foundations of the theory of continuous transformation groups. The term groupes de Lie first appeared in French in 1893 in the thesis of Lie’s student Arthur Tresse, page 3.
Lie groups represent the best-developed theory of continuous symmetry of mathematical objects and structures, which makes them indispensable tools for many parts of contemporary mathematics, as well as for modern theoretical physics. They provide a natural framework for analysing the continuous symmetries of differential equations, in much the same way as permutation groups are used in Galois theory for analysing the discrete symmetries of algebraic equations. An extension of Galois theory to the case of continuous symmetry groups was one of Lie's principal motivations.
This video is targeted to blind users.
Attribution:
Article text available under CC-BY-SA
Creative Commons image source in video
- published: 19 Nov 2015
- views: 1300
Lie Groups-1 Freddy Cachazo
- Order: Reorder
- Duration: 1:38:46
- Updated: 01 Apr 2016
- views: 1735
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_1_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 01 Apr 2016
- views: 1735
Introduction to Lie Algebras Aula 1 Parte 1
- Order: Reorder
- Duration: 50:32
- Updated: 27 Mar 2015
- views: 5737
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic...
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2).
The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory.
Referências:
(1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer)
(2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser).
Reimundo Heluani
https://wn.com/Introduction_To_Lie_Algebras_Aula_1_Parte_1
Introduction to Lie Algebras
We will go over the basics of structure and representation theory of finite dimensional complex Lie algebras. We will define basic concepts as ideals, homomorphisms, representations, etc. Then we will move to structure theory of semisimple Lie algebras: Killing form, Casimir elements, root systems, classification of simple algebras. And finally we will go to the basics of representation theory: characters, Weyl formulas, etc. Even though we will try to keep it purely algebraic (1) and we may mention some connections to Lie Group theory and geometry (2).
The only previous knowledge that this class will assume is some familiarity with basic algebraic objects like rings and fields. Understanding the notion of manifold would be useful when making connections to Lie Group theory.
Referências:
(1) HUMPHREYS, J.E. - Introduction to Lie algebras and representation theory" (Springer)
(2) KNAPP'S, A. W. - Lie groups beyond an introduction" (Birkhäuser).
Reimundo Heluani
- published: 27 Mar 2015
- views: 5737
Lie Groups-3 Freddy Cachazo
- Order: Reorder
- Duration: 1:37:01
- Updated: 20 Aug 2016
- views: 288
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
https://wn.com/Lie_Groups_3_Freddy_Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j6-genF
- published: 20 Aug 2016
- views: 288
Representation theory of Lie groups and Lie algebras - Lec 17 - Frederic Schuller
- Order: Reorder
- Duration: 1:32:39
- Updated: 22 Sep 2015
- views: 9197
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
https://wn.com/Representation_Theory_Of_Lie_Groups_And_Lie_Algebras_Lec_17_Frederic_Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Physics" delivered by Dr.Frederic P Schuller
- published: 22 Sep 2015
- views: 9197
Lie Groups and Lie Algebras | Lecture 2
- Order: Reorder
- Duration: 1:17:44
- Updated: 15 Oct 2014
- views: 12992
The second in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. T...
The second in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture covers groups, group representations, structure constants, and the Poincare group.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080029
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
https://wn.com/Lie_Groups_And_Lie_Algebras_|_Lecture_2
The second in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture covers groups, group representations, structure constants, and the Poincare group.
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080029
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
- published: 15 Oct 2014
- views: 12992
Lie Groups and Lie Algebras | Lecture 3
- Order: Reorder
- Duration: 1:13:02
- Updated: 15 Oct 2014
- views: 8383
The third in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. Th...
The third in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture discusses the adjoint representation and the highest weight method for constructing representations of su(2).
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080030
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
https://wn.com/Lie_Groups_And_Lie_Algebras_|_Lecture_3
The third in a series of 4 lectures on Lie groups and Lie algebras (with a particular focus on physics) given by Gang Xu, a PSI Fellow, at the 2014-2015 PSI. This lecture discusses the adjoint representation and the highest weight method for constructing representations of su(2).
If you're having trouble seeing the board at any point in the lectures, you can check out this pdf with snapshots of the board -- one shot for each change that occurs:
http://pirsa.org/pdf/loadpdf.php?pirsa_number=14080030
These are NOT my videos! All rights, credit, etc. go to the Perimeter Institute, which can be found at the website linked to below. All the videos come from, and can be downloaded from in various formats and from previous years, the Perimeter Institute (where these lectures took place) website:
http://perimeterscholars.org/501.html
- published: 15 Oct 2014
- views: 8383
Lie Algebra: Solvable and Semisimple (part 1)
- Order: Reorder
- Duration: 59:51
- Updated: 25 Mar 2015
- views: 1162
here is a painfully slow presentation of the first part of Chapter 4 from Erdmann and Wildon. Here we study the derived series of a Lie Algebra which leads us t...
here is a painfully slow presentation of the first part of Chapter 4 from Erdmann and Wildon. Here we study the derived series of a Lie Algebra which leads us to define the radical as the largest solvable ideal. We conclude by defining semisimple. This is part 1 of 3 (there is about 2 hours of this)
https://wn.com/Lie_Algebra_Solvable_And_Semisimple_(Part_1)
here is a painfully slow presentation of the first part of Chapter 4 from Erdmann and Wildon. Here we study the derived series of a Lie Algebra which leads us to define the radical as the largest solvable ideal. We conclude by defining semisimple. This is part 1 of 3 (there is about 2 hours of this)
- published: 25 Mar 2015
- views: 1162
Lec 2 | Lie Groups (Part 1)
- Order: Reorder
- Duration: 46:34
- Updated: 09 Sep 2013
- views: 3576
Section 3: invariant vector fields, the exponential map
Section 4: the Lie algebra of a Lie group, up to Lemma 4.9
The references (section,corallary,lemma,etc)...
Section 3: invariant vector fields, the exponential map
Section 4: the Lie algebra of a Lie group, up to Lemma 4.9
The references (section,corallary,lemma,etc) above are given to 2010 version of lecture notes available at: http://www.staff.science.uu.nl/~ban00101/lie2012/lie2010.pdf
The course was given by prof. dr. Erik van den Ban at the University of Utrecht in the spring of 2012
View the complete course ( Exercises, Recommended literature, etc ) at : http://www.staff.science.uu.nl/~ban00101/lie2012/lie2012.html
https://wn.com/Lec_2_|_Lie_Groups_(Part_1)
Section 3: invariant vector fields, the exponential map
Section 4: the Lie algebra of a Lie group, up to Lemma 4.9
The references (section,corallary,lemma,etc) above are given to 2010 version of lecture notes available at: http://www.staff.science.uu.nl/~ban00101/lie2012/lie2010.pdf
The course was given by prof. dr. Erik van den Ban at the University of Utrecht in the spring of 2012
View the complete course ( Exercises, Recommended literature, etc ) at : http://www.staff.science.uu.nl/~ban00101/lie2012/lie2012.html
- published: 09 Sep 2013
- views: 3576
1:43:12
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Phys...
published: 22 Sep 2015
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
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- published: 22 Sep 2015
- views: 27364
1:12:02
Lie Groups and Lie Algebras | Lecture 1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focu...
published: 15 Oct 2014
Lie Groups and Lie Algebras | Lecture 1
Lie Groups and Lie Algebras | Lecture 1
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- published: 15 Oct 2014
- views: 46495
8:01
L1. Lie Algebra
A very short discussion on Lie Algebra within the context of applications in quantum physi...
published: 03 Oct 2011
L1. Lie Algebra
L1. Lie Algebra
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- published: 03 Oct 2011
- views: 27739
51:10
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
During the 19th century, group theory shifted from its origins in number theory and the th...
published: 02 Jun 2014
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
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- published: 02 Jun 2014
- views: 22171
59:03
Particle Physics Topic 6: Lie Groups and Lie Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School ...
published: 04 Feb 2016
Particle Physics Topic 6: Lie Groups and Lie Algebras
Particle Physics Topic 6: Lie Groups and Lie Algebras
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- published: 04 Feb 2016
- views: 8948
1:41:01
001 Lie Groups by M.S. Raghunathan
published: 24 Jul 2013
001 Lie Groups by M.S. Raghunathan
001 Lie Groups by M.S. Raghunathan
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- published: 24 Jul 2013
- views: 9121
1:41:07
Lie Groups-2 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j...
published: 02 Apr 2016
Lie Groups-2 Freddy Cachazo
Lie Groups-2 Freddy Cachazo
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- published: 02 Apr 2016
- views: 536
13:50
PDEs 10 29 Lie Groups Introduction
published: 30 Oct 2014
PDEs 10 29 Lie Groups Introduction
PDEs 10 29 Lie Groups Introduction
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- published: 30 Oct 2014
- views: 995
26:26
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
This is the second video in this lecture on simple groups, Lie groups and manifestations o...
published: 04 Jun 2014
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
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- published: 04 Jun 2014
- views: 11804
1:38:46
Lie Groups-1 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j...
published: 01 Apr 2016
Lie Groups-1 Freddy Cachazo
Lie Groups-1 Freddy Cachazo
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- published: 01 Apr 2016
- views: 1735
6:23
The Process of Lie Detection - The Nonverbal Group
published: 04 Dec 2011
The Process of Lie Detection - The Nonverbal Group
The Process of Lie Detection - The Nonverbal Group
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- published: 04 Dec 2011
- views: 6058
50:32
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras
We will go over the basics of structure and representation t...
published: 27 Mar 2015
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras Aula 1 Parte 1
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- published: 27 Mar 2015
- views: 5737
1:51:13
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Phys...
published: 22 Sep 2015
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
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- published: 22 Sep 2015
- views: 8901
2:53
Sounds of Lie group representations
A representation (character) of a compact Lie group, restricted to the "Kostant principal ...
published: 25 Jun 2017
Sounds of Lie group representations
Sounds of Lie group representations
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- published: 25 Jun 2017
- views: 306
58:14
Particle Physics (2018) Topic 6: Lie Groups, Lie Algebras and an SO(3) Case Study
Lecture from 2018 upper level undergraduate course in particle physics at Colorado School ...
published: 31 Jan 2018
Particle Physics (2018) Topic 6: Lie Groups, Lie Algebras and an SO(3) Case Study
Particle Physics (2018) Topic 6: Lie Groups, Lie Algebras and an SO(3) Case Study
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- published: 31 Jan 2018
- views: 57
4:30
The Lobas Group: The Numbers Don’t Lie—a Shift May Be Happening Soon in Our Market
Today I have the latest numbers from the month of October in our Baltimore metro market an...
published: 08 Dec 2017
The Lobas Group: The Numbers Don’t Lie—a Shift May Be Happening Soon in Our Market
The Lobas Group: The Numbers Don’t Lie—a Shift May Be Happening Soon in Our Market
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- published: 08 Dec 2017
- views: 46
1:19
Laguna Teens Private Group Hips Don't Lie AMNA Dance AAD #DTIstars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All ...
published: 05 Dec 2017
Laguna Teens Private Group Hips Don't Lie AMNA Dance AAD #DTIstars
Laguna Teens Private Group Hips Don't Lie AMNA Dance AAD #DTIstars
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- published: 05 Dec 2017
- views: 55
5:07
Laguna Group Private Teens Deewani Mastani Hips Don't Lie AMNA Dance AAD #DTIstars
Learn dances step by step: visit AmnaDance.com, click on 'Instructional Videos'
AMNA All ...
published: 05 Dec 2017
Laguna Group Private Teens Deewani Mastani Hips Don't Lie AMNA Dance AAD #DTIstars
Laguna Group Private Teens Deewani Mastani Hips Don't Lie AMNA Dance AAD #DTIstars
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- published: 05 Dec 2017
- views: 84
2:35
Forced to Lie- “My Parents Divorce” Facebook group
Has anyone ever made you feel that you had to tell lies and say bad things about a parent ...
published: 05 Dec 2017
Forced to Lie- “My Parents Divorce” Facebook group
Forced to Lie- “My Parents Divorce” Facebook group
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- published: 05 Dec 2017
- views: 14
6:48
Klee Irwin: Exceptional Lie Groups Explained Using Non-Infinite Reflections
Klee Irwin discusses exceptional lie groups using an analogy of the type of infinite refle...
published: 27 Nov 2017
Klee Irwin: Exceptional Lie Groups Explained Using Non-Infinite Reflections
Klee Irwin: Exceptional Lie Groups Explained Using Non-Infinite Reflections
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- published: 27 Nov 2017
- views: 3077
5:21
Miraculous Group Chat Part 1(2 truths and a lie)
Made with TextingStory // textingstory.com
published: 23 Nov 2017
Miraculous Group Chat Part 1(2 truths and a lie)
Miraculous Group Chat Part 1(2 truths and a lie)
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- published: 23 Nov 2017
- views: 14020
3:02
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
published: 07 Nov 2017
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
Hate Group Falun Dafa Members Organ Harvesting Lie. Hunger Strikes Self-immolations Cults
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- published: 07 Nov 2017
- views: 1
0:55
Bombhaat Group dance video song l Lie Movie l Nithin l Megha Aqkash l Mani Sharma !
Hi to everyone!
Please watch Bombhaat dance video choreography from the movie Lie starrin...
published: 10 Oct 2017
Bombhaat Group dance video song l Lie Movie l Nithin l Megha Aqkash l Mani Sharma !
Bombhaat Group dance video song l Lie Movie l Nithin l Megha Aqkash l Mani Sharma !
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- published: 10 Oct 2017
- views: 4429
0:56
64 tetrahedron grid E8 lie group dodecahedron Sri Yantra superstring part 2
Part 1:
https://youtu.be/YvcKrm0FCbI
published: 18 Sep 2017
64 tetrahedron grid E8 lie group dodecahedron Sri Yantra superstring part 2
64 tetrahedron grid E8 lie group dodecahedron Sri Yantra superstring part 2
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- published: 18 Sep 2017
- views: 62
3:01
64tetrahedron grid/infinite tetrahedron grid/infinite dimensional E8 lie group/Sri Yantra superstrin
For more information check out my website:
http://freemason90xy.wixsite.com/quantume8
published: 10 Sep 2017
64tetrahedron grid/infinite tetrahedron grid/infinite dimensional E8 lie group/Sri Yantra superstrin
64tetrahedron grid/infinite tetrahedron grid/infinite dimensional E8 lie group/Sri Yantra superstrin
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- published: 10 Sep 2017
- views: 83
4:21
【HBD Minty】Your Lie in April OP1 - Hikaru Nara (光るなら) Group Cover
►THE AUDIO IN THIS IS PITCHED DUE TO COPYRIGHT SO PLEASE PLEASE PLEASE CLICK HERE TO WATCH...
published: 09 Aug 2017
【HBD Minty】Your Lie in April OP1 - Hikaru Nara (光るなら) Group Cover
【HBD Minty】Your Lie in April OP1 - Hikaru Nara (光るなら) Group Cover
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- published: 09 Aug 2017
- views: 498
3:56
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Zhiwu Huang; Chengde Wan; Thomas Probst; Luc Van Gool
In recent years, skeleton-based acti...
published: 30 Jul 2017
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
Deep Learning on Lie Groups for Skeleton-Based Action Recognition | Spotlight 1-2B
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- published: 30 Jul 2017
- views: 371
9:25
Christian Group Sues For Right To Lie
Christian pregnancy clinics are suing for the right to lie to their clients. Ana Kasparian...
published: 23 Jul 2017
Christian Group Sues For Right To Lie
Christian Group Sues For Right To Lie
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- published: 23 Jul 2017
- views: 132685
1:43:12
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Phys...
published: 22 Sep 2015
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
Lie groups and their Lie algebras - Lec 13 - Frederic Schuller
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- published: 22 Sep 2015
- views: 27364
1:12:02
Lie Groups and Lie Algebras | Lecture 1
The first in a series of 4 lectures on Lie groups and Lie algebras (with a particular focu...
published: 15 Oct 2014
Lie Groups and Lie Algebras | Lecture 1
Lie Groups and Lie Algebras | Lecture 1
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- published: 15 Oct 2014
- views: 46495
51:10
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
During the 19th century, group theory shifted from its origins in number theory and the th...
published: 02 Jun 2014
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
MathHistory23: Simple groups, Lie groups, and the search for symmetry I
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- published: 02 Jun 2014
- views: 22171
59:03
Particle Physics Topic 6: Lie Groups and Lie Algebras
Lecture from 2016 upper level undergraduate course in particle physics at Colorado School ...
published: 04 Feb 2016
Particle Physics Topic 6: Lie Groups and Lie Algebras
Particle Physics Topic 6: Lie Groups and Lie Algebras
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- published: 04 Feb 2016
- views: 8948
1:41:01
001 Lie Groups by M.S. Raghunathan
published: 24 Jul 2013
001 Lie Groups by M.S. Raghunathan
001 Lie Groups by M.S. Raghunathan
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- published: 24 Jul 2013
- views: 9121
26:26
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
This is the second video in this lecture on simple groups, Lie groups and manifestations o...
published: 04 Jun 2014
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
MathHistory23b: Simple groups, Lie groups, and the search for symmetry II
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- published: 04 Jun 2014
- views: 11804
1:51:13
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
This is from a series of lectures - "Lectures on the Geometric Anatomy of Theoretical Phys...
published: 22 Sep 2015
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
The Lie group SL(2,C) and its Lie algebra sl(2,C) - lec 15 - Frederic Schuller
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- published: 22 Sep 2015
- views: 8901
1:56:09
Lie Algebra (Lecture 1 of 6)
Physicist Carlos Perelman gave a series of lectures on lie algebra to Quantum Gravity Rese...
published: 18 Jul 2016
Lie Algebra (Lecture 1 of 6)
Lie Algebra (Lecture 1 of 6)
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- published: 18 Jul 2016
- views: 8868
1:41:07
Lie Groups-2 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j...
published: 02 Apr 2016
Lie Groups-2 Freddy Cachazo
Lie Groups-2 Freddy Cachazo
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- published: 02 Apr 2016
- views: 536
1:47:27
Lie Groups-4 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j...
published: 21 Aug 2016
Lie Groups-4 Freddy Cachazo
Lie Groups-4 Freddy Cachazo
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- published: 21 Aug 2016
- views: 195
1:00:30
André Henriques - Lie algebras and their representations
Talk 3 of 4 on Wednesday 05-09-2012
published: 09 Aug 2015
André Henriques - Lie algebras and their representations
André Henriques - Lie algebras and their representations
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- published: 09 Aug 2015
- views: 1978
43:39
Lie group
In mathematics, a Lie group is a group that is also a differentiable manifold, with the p...
published: 19 Nov 2015
Lie group
Lie group
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- published: 19 Nov 2015
- views: 1300
1:38:46
Lie Groups-1 Freddy Cachazo
Complete playlist here: https://www.youtube.com/playlist?list=PLMsmpuzEhclYcPYi1wvDuigA41j...
published: 01 Apr 2016
Lie Groups-1 Freddy Cachazo
Lie Groups-1 Freddy Cachazo
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- published: 01 Apr 2016
- views: 1735
50:32
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras
We will go over the basics of structure and representation t...
published: 27 Mar 2015
Introduction to Lie Algebras Aula 1 Parte 1
Introduction to Lie Algebras Aula 1 Parte 1
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Michael Jackson straight-up stole his signature hit, "Billie Jean," from Donna Summer ... is what Quincy Jones claims, and it turns out -- on this topic, at least -- Quincy ain't so crazy ... [Donna Summer’s] 'State of Independence' and 'Billie Jean.' The notes don’t lie, man." ... Identical ... ....
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Winston Churchill famously said, "Now this is not the end ... But it is, perhaps, the end of the beginning."Trump lies almost daily to the people of the United States while the future of our country is at stake. If your child lied daily, you would seek help for this disorder.Since Inauguration Day just over 12 months ago, the Trump White House has been accused of having ties to a Russia that tried to influence the 2016 campaign. Those ... ....
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