79:24
Mathematical Physics 01 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 1 Perturbation series. Brief...
published: 22 Apr 2012
author: zicheng5261941
Mathematical Physics 01 - Carl Bender
Mathematical Physics 01 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 1 Perturbation series. Brief introduction to asymptotics.- published: 22 Apr 2012
- views: 21379
- author: zicheng5261941
83:51
Mathematical Physics 02 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 2 The Schroedinger equation....
published: 23 Apr 2012
author: zicheng5261941
Mathematical Physics 02 - Carl Bender
Mathematical Physics 02 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 2 The Schroedinger equation. Riccati equation. Initial value problem. Perturbation series appro...- published: 23 Apr 2012
- views: 6683
- author: zicheng5261941
85:57
Mathematical Physics 06 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 6 Continued fractions. Pade ...
published: 27 Apr 2012
author: zicheng5261941
Mathematical Physics 06 - Carl Bender
Mathematical Physics 06 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 6 Continued fractions. Pade sequence. Stieltjes series.- published: 27 Apr 2012
- views: 2161
- author: zicheng5261941
5:18
A PhD in mathematics - applied mathematics and mathematical physics section
The Applied Mathematics and Mathematical Physics Section, along with Pure Mathematics, Fin...
published: 30 Nov 2013
A PhD in mathematics - applied mathematics and mathematical physics section
A PhD in mathematics - applied mathematics and mathematical physics section
The Applied Mathematics and Mathematical Physics Section, along with Pure Mathematics, Financial Mathematics, and Statistics, make up the Department of Mathematics at Imperial College. The Applied Mathematics and Mathematical Physics Section contains 36 Academic Staff, 3 Fellows, 5 Senior Research Investigators, 12 Research Associates and 47 PhD students.- published: 30 Nov 2013
- views: 79
85:54
Mathematical Physics 12 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 12 Asymptotic distribution o...
published: 10 Oct 2012
author: zicheng5261941
Mathematical Physics 12 - Carl Bender
Mathematical Physics 12 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 12 Asymptotic distribution of the number of Feynman diagrams in phi^4 theory. Comparison with p...- published: 10 Oct 2012
- views: 1042
- author: zicheng5261941
9:47
Feynman: Mathematicians versus Physicists
Richard Feynman on the general differences between the interests and customs of the mathem...
published: 17 May 2012
author: TehPhysicalist
Feynman: Mathematicians versus Physicists
Feynman: Mathematicians versus Physicists
Richard Feynman on the general differences between the interests and customs of the mathematicians and the physicists.- published: 17 May 2012
- views: 15681
- author: TehPhysicalist
75:56
Mathematical Physics 07 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 7 Pade technique for summing...
published: 01 May 2012
author: zicheng5261941
Mathematical Physics 07 - Carl Bender
Mathematical Physics 07 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 7 Pade technique for summing a series. Asymptotic series. Fuchs' theorem. Frobenius series.- published: 01 May 2012
- views: 1986
- author: zicheng5261941
86:49
Mathematical Physics 03 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 3 Putting a perturbative par...
published: 24 Apr 2012
author: zicheng5261941
Mathematical Physics 03 - Carl Bender
Mathematical Physics 03 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 3 Putting a perturbative parameter in the exponent. Thomas-Fermi equation. KdV equation. Eigenv...- published: 24 Apr 2012
- views: 3343
- author: zicheng5261941
83:38
Mathematical Physics 05 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 5 Summation of divergent ser...
published: 25 Apr 2012
author: zicheng5261941
Mathematical Physics 05 - Carl Bender
Mathematical Physics 05 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 5 Summation of divergent series continued. Analytic continuation of zeta and gamma functions. T...- published: 25 Apr 2012
- views: 2961
- author: zicheng5261941
82:42
Mathematical Physics 10 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 10 Asymptotic solutions to t...
published: 10 Oct 2012
author: zicheng5261941
Mathematical Physics 10 - Carl Bender
Mathematical Physics 10 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 10 Asymptotic solutions to the inhomogeneous Airy equation. The rigourous theory of asymptotics...- published: 10 Oct 2012
- views: 1423
- author: zicheng5261941
52:32
James Clerk Maxwell: The Greatest Victorian Mathematical Physicists - Professor Raymond Floud
James Clerk Maxwell (1831-1879) was one of the most important mathematical physicists of a...
published: 28 Nov 2012
author: GreshamCollege
James Clerk Maxwell: The Greatest Victorian Mathematical Physicists - Professor Raymond Floud
James Clerk Maxwell: The Greatest Victorian Mathematical Physicists - Professor Raymond Floud
James Clerk Maxwell (1831-1879) was one of the most important mathematical physicists of all time, after only Newton and Einstein. Within a relatively short ...- published: 28 Nov 2012
- views: 20414
- author: GreshamCollege
16:06
Mathematical Physics is irrational- as admitted by the physicists themselves!
Feynman says it himself. They haven't got a rational explanation for ANY phenomena of real...
published: 30 Dec 2012
author: Michael Huttner
Mathematical Physics is irrational- as admitted by the physicists themselves!
Mathematical Physics is irrational- as admitted by the physicists themselves!
Feynman says it himself. They haven't got a rational explanation for ANY phenomena of reality. www.integratedpost.com.- published: 30 Dec 2012
- views: 592
- author: Michael Huttner
84:47
Mathematical Physics 04 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 4 Acceleration of convergenc...
published: 25 Apr 2012
author: zicheng5261941
Mathematical Physics 04 - Carl Bender
Mathematical Physics 04 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 4 Acceleration of convergence. Shanks transform. Richardson extrapolation. Summing a divergent ...- published: 25 Apr 2012
- views: 2851
- author: zicheng5261941
12:00
A Course in Mathematical Physics: Introduction
This is the first video of a series I plan on making about Mathematical Physics.
Here's th...
published: 21 Apr 2014
A Course in Mathematical Physics: Introduction
A Course in Mathematical Physics: Introduction
This is the first video of a series I plan on making about Mathematical Physics. Here's the screen capture of the final blackboard: http://i.imgur.com/e3TirzR.png You can find Sepúlveda's book online here: http://bit.ly/FisMatSep For any other online book needs, you can go to http://libgen.org- published: 21 Apr 2014
- views: 55
Vimeo results:
1:38
Zheng's VFX demoreel
My VFX demoreel
Skills & Abilities:
VC, C#, C++, Python, MEL, PyQt, Linux
4 Years experi...
published: 16 Feb 2014
author: Zheng
Zheng's VFX demoreel
My VFX demoreel
Skills & Abilities:
VC, C#, C++, Python, MEL, PyQt, Linux
4 Years experience with Maya
2 Years experience using Houdini
Experience with particle systems and fluid simulations.
Experience working on VFX short films
Have experience using Realflow, 3ds max, AutoCAD, After Effects, Nuke
Maya TD skills(Mel, python)
ZMAX, Delphi, Advanced Mathematics, physics
2:50
The Sequence
The Sequence
It's about Math, Nature, and the meaning of Life, in that order.
"Hypnotic,...
published: 10 Nov 2010
author: Steven James Scott
The Sequence
The Sequence
It's about Math, Nature, and the meaning of Life, in that order.
"Hypnotic, thought-provoking, and wildly ambitious, "The Sequence" features some of today's most compelling personalities in Mathematics, Physics, Philosophy, Religion, and Art. And you! What do they have in common? The Fibonacci Sequence.
If you like it, you can learn more about it here:
http://www.indiegogo.com/The-Sequence
7:31
Rabtt - From Dreaming to Learning
‘Rabtt’, (www.rabtt.org) which means ‘connection’ in Urdu, is a voluntary youth organizati...
published: 05 Mar 2013
author: Pakistan Calling
Rabtt - From Dreaming to Learning
‘Rabtt’, (www.rabtt.org) which means ‘connection’ in Urdu, is a voluntary youth organization that aims to promote independent and critical thinking. Rabtt brings together students and mentors from different classes of society through educational camps, fostering an environment free from judgement and control, introducing new fields of knowledge and broadening the scope of future possibilities for students.
This film shows the work Rabtt did during two summer camps in 2012 in collaboration with Enlightened Pakistan, at Pilot Government School for Boys and St. Johns’s High School Youhannabad. The students were engaged in Mathematics, Physics, English, Computers, Public Speaking, Art, Dramatics, World History and Sports. Students and teachers interacted with renowned guest lecturers, such as Dr. Arfa Syeda and Omair Rana. The work was featured in an article in the Pakistan Express Tribune:
tribune.com.pk/story/408740/summer-camp-textbooks-have-just-one-narrative-of-history/
62:26
Lecture by Dr. Alister McGrath
The Lord Is My Light: How the Christian Faith Makes Sense Of Things
In his most recent bo...
published: 27 Jan 2011
author: Lanier Theological Library
Lecture by Dr. Alister McGrath
The Lord Is My Light: How the Christian Faith Makes Sense Of Things
In his most recent book, The Passionate Intellect: Christian Faith and the Discipleship of the Mind, McGrath discusses theology as a discipline that not only informs and sustains the Christian vision of reality, but also serves a passion of the mind to understand God’s nature and ways. While proposing that vibrant theology can have a positive impact on Christian life, worship and faith, McGrath also explores other benefits of theology that include a deeper engagement with the culture and concerns of the modern world.
Dr. Alister McGrath was born in Belfast, Northern Ireland in 1953. He attended Methodist College, Belfast, in 1966 studying pure and applied mathematics, physics and chemistry. McGrath continued his education and eventually earned both a Ph.D. in molecular biophysics and a Doctorate of Divinity from Oxford University. The interactions between these two areas of study—Christian theology and the natural sciences—have been a major theme of his research work.
As a former atheist, McGrath is respectful, yet critical of scientific atheism. He has frequently engaged in debate and dialogue with leading atheists, including Oxford zoologist Richard Dawkins. McGrath has explored Charles Darwin’s role in atheist apologetics and other controversial concepts of atheism, such as the “meme” in recent atheist accounts of the origins of belief in God.
Youtube results:
123:40
Maxim Kazarian - 2/3 Mathematical Physics of Hurwitz numbers
Hurwitz numbers enumerate ramified coverings of a sphere. Equivalently, they ...
published: 06 Mar 2014
Maxim Kazarian - 2/3 Mathematical Physics of Hurwitz numbers
Maxim Kazarian - 2/3 Mathematical Physics of Hurwitz numbers
Hurwitz numbers enumerate ramified coverings of a sphere. Equivalently, they can be expressed in terms of combinatorics of the symmetric group; they enumerate factorizations of permutations as products of transpositions. It turns out that these numbers obey a huge number of relations represented in the form of partial differential equations for their generating function. This includes equations of the KP hierarchy, Virasoro-type constraints, Chekhov-Eynard-Orantin-type recursion and others. Only a few of these relations can be derived from elementary combinatorics of permutations. All other relations follow from a deep relationship of Hurwitz numbers with moduli spaces of curves, Gromov-Witten invariants, matrix models, integrable systems and other domains of mathematics which are often referred to as `mathematical physics'. When discussing Hurwitz numbers in the talks, we consider them, thereby, as a sufficiently elementary but highly nontrivial model of all mentioned theories where all computations can be fulfilled completely, and all formulated relations can be checked explicitly in computer experiments.- published: 06 Mar 2014
- views: 8
83:59
Mathematical Physics 08 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 8 Local analysis. Asymtotic ...
published: 01 May 2012
author: zicheng5261941
Mathematical Physics 08 - Carl Bender
Mathematical Physics 08 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 8 Local analysis. Asymtotic series solution to differential equations continued. WKB approximat...- published: 01 May 2012
- views: 2241
- author: zicheng5261941
101:21
Maxim Kazarian - 1/3 Mathematical Physics of Hurwitz numbers
Hurwitz numbers enumerate ramified coverings of a sphere. Equivalently, they ...
published: 04 Mar 2014
Maxim Kazarian - 1/3 Mathematical Physics of Hurwitz numbers
Maxim Kazarian - 1/3 Mathematical Physics of Hurwitz numbers
Hurwitz numbers enumerate ramified coverings of a sphere. Equivalently, they can be expressed in terms of combinatorics of the symmetric group; they enumerate factorizations of permutations as products of transpositions. It turns out that these numbers obey a huge number of relations represented in the form of partial differential equations for their generating function. This includes equations of the KP hierarchy, Virasoro-type constraints, Chekhov-Eynard-Orantin-type recursion and others. Only a few of these relations can be derived from elementary combinatorics of permutations. All other relations follow from a deep relationship of Hurwitz numbers with moduli spaces of curves, Gromov-Witten invariants, matrix models, integrable systems and other domains of mathematics which are often referred to as `mathematical physics'. When discussing Hurwitz numbers in the talks, we consider them, thereby, as a sufficiently elementary but highly nontrivial model of all mentioned theories where all computations can be fulfilled completely, and all formulated relations can be checked explicitly in computer experiments.- published: 04 Mar 2014
- views: 19
90:15
Mathematical Physics 14 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 14....
published: 13 Oct 2012
author: zicheng5261941
Mathematical Physics 14 - Carl Bender
Mathematical Physics 14 - Carl Bender
PSI Lectures 2011/12 Mathematical Physics Carl Bender Lecture 14.- published: 13 Oct 2012
- views: 952
- author: zicheng5261941