-
The Symmetries of the universe
Why is energy conserved? What's a gauge symmetry? How were quarks discovered? All these answers in 15 minutes!
0:00 - Introduction
0:35 - Global symmetries
2:23 - Conservation laws
4:17 - Global symmetry for electrons
5:49 - Our real universe
7:42 - Changing point of view
11:23 - Local symmetry for electrons
13:10 - Conclusion
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks!
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
Facebook Page : http://facebook.com/ScienceClic
Twitter : http://twitter.com/ScienceClic
Instagram : http://instagram.com/ScienceClic
Alessandro Roussel,
For more info: http://www.alessandroroussel.com/e...
published: 06 Feb 2021
-
What is Symmetry in Physics? - with Tara Shears
Symmetry underlines our whole understanding of the universe. And the deeper we look, the more symmetries we find, reflecting our world in new and beautiful ways.
Subscribe for weekly science videos: http://bit.ly/RiSubscRibe
Symmetry is vital to understanding and predicting how our universe works. The relationship between symmetry and the mechanics of the universe is fundamental to physics. From Noether’s theorem to the new and exciting world of local symmetries being revealed by modern day physics, Tara Shears explores the physics of symmetry.
By revealing nature’s parameters, symmetry gives definition to the world as we understand it. It is a fundamental principle that makes phenomena repeatable and predictable. But if symmetries are so pervasive and influential in our world, why do ...
published: 14 Jun 2017
-
Noether's Theorem and The Symmetries of Reality
Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/DonateSPACE
To learn more about Brilliant, you can go to https://brilliant.org/spacetime/
Conservation laws are among the most important tools in physics. They feel as fundamental as you can get. And yet they’re wrong - or at least they’re only right sometimes. These laws are consequences of a much deeper, more fundamental principle: Noether’s theorem.
You can further support us on Patreon at https://www.patreon.com/pbsspacetime
Get your own Space Time t-shirt at http://bit.ly/1QlzoBi
Tweet at us! @pbsspacetime
Facebook: facebook.com/pbsspacetime
Email us! pbsspacetime [at] gmail [dot] com
Comment on Reddit: http://www.reddit.com/r/pbsspacetime
Help translate our videos!
h...
published: 16 May 2018
-
The most beautiful idea in physics - Noether's Theorem
Homework:
-What do you think of this idea? Have you heard of it before?
-Maybe you’ve heard about things like super symmetry in physics- try find out how that’s related.
-If you know some calculus and classical physics, try and find a proof of this theorem.
-Try come up with strange systems with strange symmetries- then see if you can figure out what’s conserved.
The proof and maths of Noether's theorem:
There are two ways to approach Noether's theorem that I know of. The most common is through Lagrangian mechanics- where the proof is surprisingly simple but unfortunately quite opaque (see http://math.ucr.edu/home/baez/noether...) . The other way, and the way I allude to in this video, is using hamiltonian mechanics. I find this way a bit easier to understand and it involves the gene...
published: 23 Sep 2015
-
Symmetries & Conservation Laws: A (Physics) Love Story
There is a deep connection in physics between symmetries of nature and conservation laws, called Noether's theorem. In this physics lesson I'll show you how it works. Get the notes for free here: https://courses.physicswithelliot.com/notes-sign-up
The relationship between symmetries and conservation laws is one of the most profound and far-reaching connections in physics. The central result is called Noether's theorem, and it says that for every continuous symmetry of the Lagrangian or action for a system, you'll find a corresponding conserved quantity. Momentum conservation, for example, follows from a symmetry called spatial translation invariance, meaning that you can pick up your system and slide it over without changing anything about the physics. Likewise, angular momentum conservat...
published: 02 Dec 2021
-
Supersymmetry, explained visually
What is supersymmetry? How can we visualize it? What is the difference between fermions and bosons? All these answers in 15 minutes!
0:00 - Supersymmetry
2:54 - Its advantages
4:23 - Relativity and quantum
5:57 - Grassmann numbers
8:07 - Coleman-Mandula theorem
10:04 - Visualizing supersymmetry
11:14 - The mass of the Higgs
12:44 - Conclusion
This video is narrated by Octave Masson.
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks !
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
Facebook Page : http://facebook.com/ScienceClic
Twitter : http://twitter.com/ScienceClic
Instagram : http://instagram.com/ScienceClic
Alessandro ...
published: 15 May 2022
-
What is the ORIGIN of all MASS in the Universe? Physics of symmetry breaking
Signup for your FREE trial to Wondrium here: http://ow.ly/fAau30spaYS
REFERENCES:
What is Symmetry?: https://www.youtube.com/watch?v=paQLJKtiAEE
Higgs mechanism: https://www.youtube.com/watch?v=u05VK0pSc7I
Quantum Field Theory: https://www.youtube.com/watch?v=jlEovwE1oHI
Strong Force mechanism: https://youtu.be/WF2c_jzefKc
Visualizing quantum fields: https://youtu.be/UoLglpqmOr0
Research Papers on Chiral symmetry breaking:
https://tinyurl.com/2khglb9g
https://tinyurl.com/2m73bymc
https://tinyurl.com/2gczzn3k
https://tinyurl.com/2z6rzxx9
CHAPTERS:
0:00 No mass would exist without this
1:15 What is symmetry?
3:29 Why does the universe break symmetry?
4:56 Mass is a problem in the Standard Model
5:52 What is symmetry breaking?
6:12 What is expectation value?
8:15 How do fundamental partic...
published: 26 Aug 2022
-
How Symmetry is Fundamental to Reality: Gauge Theory Simplified!
Signup for your FREE trial to Wondrium here: http://ow.ly/EEt930skwLS
BACKGROUND VIDEOS:
How All Fundamental Forces work: https://www.youtube.com/watch?v=xZqID1zSm0k
All Fundamental Particles visualized: https://www.youtube.com/watch?v=TDYex6VSd7o
Maxwell's Equations: https://www.youtube.com/watch?v=FSEJ4YLXtt8
Quantum Electrodynamics (QED): https://www.youtube.com/watch?v=PutOOpAkjQ4
Quantum Chromodynamics (QCD): https://www.youtube.com/watch?v=KnbrRhkJCRk
CHAPTERS:
00:00 Symmetry - root of physics
01:31 What is symmetry?
03:24 Intro to Group Theory
06:04 Noether's Theorem
07:17 U(1) symmetry simplified
09:43 Dirac equation transformation
11:10 How QED comes from U(1) symmetry
12:47 U(1) SU(2) SU(3) explained simply
15:32 Symmetry is the foundation of the universe
15:54 Further study o...
published: 18 Jun 2022
-
This Particle Breaks Time Symmetry
Increasing entropy is NOT the only process that's asymmetric in time.
Check out the book: http://WeHaveNoIdea.com
This video was co-written by Daniel Whiteson and Jorge Cham
You can also check out PhD Comics: http://phdcomics.com
Special thanks to Patreon supporters:
Tony Fadell, Donal Botkin, Michael Krugman, Jeff Straathof, Zach Mueller, Ron Neal, Nathan Hansen, Joshua Abenir
Support Veritasium on Patreon: http://ve42.co/patreon
Original paper on parity violation by the weak force by Lee and Yang:
http://www.physics.utah.edu/~belz/phys5110/PhysRev.104.254.pdf
More on B-meson oscillations and time reversal violation:
Physics World Article: http://ve42.co/TimeReversal
Original paper: https://arxiv.org/pdf/1410.1742.pdf
https://en.wikipedia.org/wiki/B_meson
Physics consultant: Prof. S...
published: 12 Dec 2017
-
A mind-blowing explanation of symmetry | Frank Wilczek for Big Think
This interview is an episode from The Well, our new publication about ideas that inspire a life well-lived, created with the John Templeton Foundation.
Subscribe to Big Think on YouTube ► https://www.youtube.com/c/bigthink
Up Next ► What science can’t answer, according to physicist Jim Al-Khalili https://youtu.be/yeRmGUAkRRY
Dr. Frank Wilczek is the newly announced recipient of the 2022 Templeton Prize, which, valued at over $1.4 million, is one of the world's largest annual individual awards.
Dr. Wilczek is celebrated for his investigations into the fundamental laws of nature that have transformed our understanding of the forces that govern our universe. In this video, Dr. Wilczek explores the question, ‘does the world embody beautiful ideas?’ through science and humankind’s relations...
published: 22 May 2022
15:35
The Symmetries of the universe
Why is energy conserved? What's a gauge symmetry? How were quarks discovered? All these answers in 15 minutes!
0:00 - Introduction
0:35 - Global symmetries
2:2...
Why is energy conserved? What's a gauge symmetry? How were quarks discovered? All these answers in 15 minutes!
0:00 - Introduction
0:35 - Global symmetries
2:23 - Conservation laws
4:17 - Global symmetry for electrons
5:49 - Our real universe
7:42 - Changing point of view
11:23 - Local symmetry for electrons
13:10 - Conclusion
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks!
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
Facebook Page : http://facebook.com/ScienceClic
Twitter : http://twitter.com/ScienceClic
Instagram : http://instagram.com/ScienceClic
Alessandro Roussel,
For more info: http://www.alessandroroussel.com/en
_
To learn more :
https://en.wikipedia.org/wiki/Symmetry_(physics)
https://en.wikipedia.org/wiki/Gauge_theory
https://wn.com/The_Symmetries_Of_The_Universe
Why is energy conserved? What's a gauge symmetry? How were quarks discovered? All these answers in 15 minutes!
0:00 - Introduction
0:35 - Global symmetries
2:23 - Conservation laws
4:17 - Global symmetry for electrons
5:49 - Our real universe
7:42 - Changing point of view
11:23 - Local symmetry for electrons
13:10 - Conclusion
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks!
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
Facebook Page : http://facebook.com/ScienceClic
Twitter : http://twitter.com/ScienceClic
Instagram : http://instagram.com/ScienceClic
Alessandro Roussel,
For more info: http://www.alessandroroussel.com/en
_
To learn more :
https://en.wikipedia.org/wiki/Symmetry_(physics)
https://en.wikipedia.org/wiki/Gauge_theory
- published: 06 Feb 2021
- views: 837894
4:00
What is Symmetry in Physics? - with Tara Shears
Symmetry underlines our whole understanding of the universe. And the deeper we look, the more symmetries we find, reflecting our world in new and beautiful ways...
Symmetry underlines our whole understanding of the universe. And the deeper we look, the more symmetries we find, reflecting our world in new and beautiful ways.
Subscribe for weekly science videos: http://bit.ly/RiSubscRibe
Symmetry is vital to understanding and predicting how our universe works. The relationship between symmetry and the mechanics of the universe is fundamental to physics. From Noether’s theorem to the new and exciting world of local symmetries being revealed by modern day physics, Tara Shears explores the physics of symmetry.
By revealing nature’s parameters, symmetry gives definition to the world as we understand it. It is a fundamental principle that makes phenomena repeatable and predictable. But if symmetries are so pervasive and influential in our world, why do we see so much asymmetry and chaos?
This animation was produced by Rosanna Wan, our 2016-17 animator-in-residence, supported by the Sfumato Foundation.
Subscribe for regular science videos: http://bit.ly/RiSubscRibe
The Ri is on Twitter: http://twitter.com/ri_science
and Facebook: http://www.facebook.com/royalinstitution
and Tumblr: http://ri-science.tumblr.com/
Our editorial policy: http://www.rigb.org/home/editorial-policy
Subscribe for the latest science videos: http://bit.ly/RiNewsletter
https://wn.com/What_Is_Symmetry_In_Physics_With_Tara_Shears
Symmetry underlines our whole understanding of the universe. And the deeper we look, the more symmetries we find, reflecting our world in new and beautiful ways.
Subscribe for weekly science videos: http://bit.ly/RiSubscRibe
Symmetry is vital to understanding and predicting how our universe works. The relationship between symmetry and the mechanics of the universe is fundamental to physics. From Noether’s theorem to the new and exciting world of local symmetries being revealed by modern day physics, Tara Shears explores the physics of symmetry.
By revealing nature’s parameters, symmetry gives definition to the world as we understand it. It is a fundamental principle that makes phenomena repeatable and predictable. But if symmetries are so pervasive and influential in our world, why do we see so much asymmetry and chaos?
This animation was produced by Rosanna Wan, our 2016-17 animator-in-residence, supported by the Sfumato Foundation.
Subscribe for regular science videos: http://bit.ly/RiSubscRibe
The Ri is on Twitter: http://twitter.com/ri_science
and Facebook: http://www.facebook.com/royalinstitution
and Tumblr: http://ri-science.tumblr.com/
Our editorial policy: http://www.rigb.org/home/editorial-policy
Subscribe for the latest science videos: http://bit.ly/RiNewsletter
- published: 14 Jun 2017
- views: 73048
13:02
Noether's Theorem and The Symmetries of Reality
Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/DonateSPACE
To learn more about Brilliant, you ca...
Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/DonateSPACE
To learn more about Brilliant, you can go to https://brilliant.org/spacetime/
Conservation laws are among the most important tools in physics. They feel as fundamental as you can get. And yet they’re wrong - or at least they’re only right sometimes. These laws are consequences of a much deeper, more fundamental principle: Noether’s theorem.
You can further support us on Patreon at https://www.patreon.com/pbsspacetime
Get your own Space Time t-shirt at http://bit.ly/1QlzoBi
Tweet at us! @pbsspacetime
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Help translate our videos!
https://www.youtube.com/timedtext_cs_...
Previous Episode:
How Gaia Changed Astronomy Forever
https://www.youtube.com/watch?v=Jdy09...
Conservation laws are the cheat codes of physics. They make it possible to solve physics problems that would otherwise be painfully difficult, or even impossible. More than cheat codes – conservation laws are close to the source code – they emerge from profound and simple truths about the basis of reality. They emerge from the fundamental symmetries of nature. The connection between conservation laws and symmetry is encapsulated in Noether’s theorem. But before we dive into this extremely elegant idea, let’s talk about the seeming paradox that inspired it, and the genius who discovered it.
Written and hosted by Matt O'Dowd
Graphics by Grayson Blackmon
Assistant Editing and Sound Design by Mike Petrow and Linda Huang
Made by Kornhaber Brown (www.kornhaberbrown.com)
Special thanks to our Patreon Big Bang, Quasar and Hypernova Supporters:
Big Bang
CoolAsCats
David Nicklas
Anton Lifshits
Joey Redner
Fabrice Eap
Quasar
Tambe Barsbay
Mayank M. Mehrota
Mars Yentur
Mark Rosenthal
Dean Fuqua
Roman Pinchuk
ColeslawPurdie
Hypernova
Edmund Fokschaner
Matthew O’Connor
Eugene Lawson
Barry Hatfield
Martha Hunt
Joseph Salomone
Chuck Zegar
Craig Peterson
Jordan Young
Ratfeast
John Hofmann
Thanks to our Patreon Gamma Ray Burst Supporters:
James Hughes
Fabian Olesen
Kris Fernet
Jane Meyers
James Flowers
Greg Allen
Denys Ivanov
Nick Virtue
Alexey Eromenko
Nicholas Rose
Scott Gossett
Mark Vasile
Patrick Murray
Sultan Alkhulaifi
Alex Seto
Michal-Peanut Karmi
Erik Stein
Kevin Warne
JJ Bagnell
Avi Goldfinger
John Pettit
Florian Stinglmayr
Benoit Pagé-Guitard
Nathan Leniz
Brandon Labonte
David Crane
Greg Weiss
Shannan Catalano
Brandon Cook
https://wn.com/Noether's_Theorem_And_The_Symmetries_Of_Reality
Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/DonateSPACE
To learn more about Brilliant, you can go to https://brilliant.org/spacetime/
Conservation laws are among the most important tools in physics. They feel as fundamental as you can get. And yet they’re wrong - or at least they’re only right sometimes. These laws are consequences of a much deeper, more fundamental principle: Noether’s theorem.
You can further support us on Patreon at https://www.patreon.com/pbsspacetime
Get your own Space Time t-shirt at http://bit.ly/1QlzoBi
Tweet at us! @pbsspacetime
Facebook: facebook.com/pbsspacetime
Email us! pbsspacetime [at] gmail [dot] com
Comment on Reddit: http://www.reddit.com/r/pbsspacetime
Help translate our videos!
https://www.youtube.com/timedtext_cs_...
Previous Episode:
How Gaia Changed Astronomy Forever
https://www.youtube.com/watch?v=Jdy09...
Conservation laws are the cheat codes of physics. They make it possible to solve physics problems that would otherwise be painfully difficult, or even impossible. More than cheat codes – conservation laws are close to the source code – they emerge from profound and simple truths about the basis of reality. They emerge from the fundamental symmetries of nature. The connection between conservation laws and symmetry is encapsulated in Noether’s theorem. But before we dive into this extremely elegant idea, let’s talk about the seeming paradox that inspired it, and the genius who discovered it.
Written and hosted by Matt O'Dowd
Graphics by Grayson Blackmon
Assistant Editing and Sound Design by Mike Petrow and Linda Huang
Made by Kornhaber Brown (www.kornhaberbrown.com)
Special thanks to our Patreon Big Bang, Quasar and Hypernova Supporters:
Big Bang
CoolAsCats
David Nicklas
Anton Lifshits
Joey Redner
Fabrice Eap
Quasar
Tambe Barsbay
Mayank M. Mehrota
Mars Yentur
Mark Rosenthal
Dean Fuqua
Roman Pinchuk
ColeslawPurdie
Hypernova
Edmund Fokschaner
Matthew O’Connor
Eugene Lawson
Barry Hatfield
Martha Hunt
Joseph Salomone
Chuck Zegar
Craig Peterson
Jordan Young
Ratfeast
John Hofmann
Thanks to our Patreon Gamma Ray Burst Supporters:
James Hughes
Fabian Olesen
Kris Fernet
Jane Meyers
James Flowers
Greg Allen
Denys Ivanov
Nick Virtue
Alexey Eromenko
Nicholas Rose
Scott Gossett
Mark Vasile
Patrick Murray
Sultan Alkhulaifi
Alex Seto
Michal-Peanut Karmi
Erik Stein
Kevin Warne
JJ Bagnell
Avi Goldfinger
John Pettit
Florian Stinglmayr
Benoit Pagé-Guitard
Nathan Leniz
Brandon Labonte
David Crane
Greg Weiss
Shannan Catalano
Brandon Cook
- published: 16 May 2018
- views: 979638
9:53
The most beautiful idea in physics - Noether's Theorem
Homework:
-What do you think of this idea? Have you heard of it before?
-Maybe you’ve heard about things like super symmetry in physics- try find out how that’...
Homework:
-What do you think of this idea? Have you heard of it before?
-Maybe you’ve heard about things like super symmetry in physics- try find out how that’s related.
-If you know some calculus and classical physics, try and find a proof of this theorem.
-Try come up with strange systems with strange symmetries- then see if you can figure out what’s conserved.
The proof and maths of Noether's theorem:
There are two ways to approach Noether's theorem that I know of. The most common is through Lagrangian mechanics- where the proof is surprisingly simple but unfortunately quite opaque (see http://math.ucr.edu/home/baez/noether...) . The other way, and the way I allude to in this video, is using hamiltonian mechanics. I find this way a bit easier to understand and it involves the generators of the transforms more. A great resource for this is the last lecture in this course: http://www.physics.usu.edu/torre/6010...
but it requires multivariable calculus and a little knowledge of Hamiltonian mechanics.
https://wn.com/The_Most_Beautiful_Idea_In_Physics_Noether's_Theorem
Homework:
-What do you think of this idea? Have you heard of it before?
-Maybe you’ve heard about things like super symmetry in physics- try find out how that’s related.
-If you know some calculus and classical physics, try and find a proof of this theorem.
-Try come up with strange systems with strange symmetries- then see if you can figure out what’s conserved.
The proof and maths of Noether's theorem:
There are two ways to approach Noether's theorem that I know of. The most common is through Lagrangian mechanics- where the proof is surprisingly simple but unfortunately quite opaque (see http://math.ucr.edu/home/baez/noether...) . The other way, and the way I allude to in this video, is using hamiltonian mechanics. I find this way a bit easier to understand and it involves the generators of the transforms more. A great resource for this is the last lecture in this course: http://www.physics.usu.edu/torre/6010...
but it requires multivariable calculus and a little knowledge of Hamiltonian mechanics.
- published: 23 Sep 2015
- views: 372236
15:51
Symmetries & Conservation Laws: A (Physics) Love Story
There is a deep connection in physics between symmetries of nature and conservation laws, called Noether's theorem. In this physics lesson I'll show you how it ...
There is a deep connection in physics between symmetries of nature and conservation laws, called Noether's theorem. In this physics lesson I'll show you how it works. Get the notes for free here: https://courses.physicswithelliot.com/notes-sign-up
The relationship between symmetries and conservation laws is one of the most profound and far-reaching connections in physics. The central result is called Noether's theorem, and it says that for every continuous symmetry of the Lagrangian or action for a system, you'll find a corresponding conserved quantity. Momentum conservation, for example, follows from a symmetry called spatial translation invariance, meaning that you can pick up your system and slide it over without changing anything about the physics. Likewise, angular momentum conservation follows from rotation invariance, and energy conservation from time translation invariance.
Get all the links here: https://www.physicswithelliot.com/noether-mini
Introduction to the principle of least action: https://youtu.be/sUk9y23FPHk
Intro to Lagrangian (and Hamiltonian) mechanics: https://youtu.be/0DHNGtsmmH8
The Hamiltonian version of Noether's theorem: https://youtu.be/uncm8DChdhc
Tutoring inquiries: https://www.physicswithelliot.com/tutoring
If you find the content I’m creating valuable and would like to help make it possible for me to continue sharing more, please consider supporting me! You can make a recurring contribution at https://www.Patreon.com/PhysicsWithElliot, or make a one time contribution at https://www.physicswithelliot.com/support-me. Thank you so much!
About physics mini lessons:
In these intermediate-level physics lessons, I'll try to give you a self-contained introduction to some fascinating physics topics. If you're just getting started on your physics journey, you might not understand every single detail in every video---that's totally fine! What I'm really hoping is that you'll be inspired to go off and keep learning more on your own.
About me:
I’m Dr. Elliot Schneider. I love physics, and I want to help others learn (and learn to love) physics, too. Whether you’re a beginner just starting out with your physics studies, a more advanced student, or a lifelong learner, I hope you’ll find resources here that enable you to deepen your understanding of the laws of nature. For more cool physics stuff, visit me at https://www.physicswithelliot.com.
https://wn.com/Symmetries_Conservation_Laws_A_(Physics)_Love_Story
There is a deep connection in physics between symmetries of nature and conservation laws, called Noether's theorem. In this physics lesson I'll show you how it works. Get the notes for free here: https://courses.physicswithelliot.com/notes-sign-up
The relationship between symmetries and conservation laws is one of the most profound and far-reaching connections in physics. The central result is called Noether's theorem, and it says that for every continuous symmetry of the Lagrangian or action for a system, you'll find a corresponding conserved quantity. Momentum conservation, for example, follows from a symmetry called spatial translation invariance, meaning that you can pick up your system and slide it over without changing anything about the physics. Likewise, angular momentum conservation follows from rotation invariance, and energy conservation from time translation invariance.
Get all the links here: https://www.physicswithelliot.com/noether-mini
Introduction to the principle of least action: https://youtu.be/sUk9y23FPHk
Intro to Lagrangian (and Hamiltonian) mechanics: https://youtu.be/0DHNGtsmmH8
The Hamiltonian version of Noether's theorem: https://youtu.be/uncm8DChdhc
Tutoring inquiries: https://www.physicswithelliot.com/tutoring
If you find the content I’m creating valuable and would like to help make it possible for me to continue sharing more, please consider supporting me! You can make a recurring contribution at https://www.Patreon.com/PhysicsWithElliot, or make a one time contribution at https://www.physicswithelliot.com/support-me. Thank you so much!
About physics mini lessons:
In these intermediate-level physics lessons, I'll try to give you a self-contained introduction to some fascinating physics topics. If you're just getting started on your physics journey, you might not understand every single detail in every video---that's totally fine! What I'm really hoping is that you'll be inspired to go off and keep learning more on your own.
About me:
I’m Dr. Elliot Schneider. I love physics, and I want to help others learn (and learn to love) physics, too. Whether you’re a beginner just starting out with your physics studies, a more advanced student, or a lifelong learner, I hope you’ll find resources here that enable you to deepen your understanding of the laws of nature. For more cool physics stuff, visit me at https://www.physicswithelliot.com.
- published: 02 Dec 2021
- views: 104878
15:12
Supersymmetry, explained visually
What is supersymmetry? How can we visualize it? What is the difference between fermions and bosons? All these answers in 15 minutes!
0:00 - Supersymmetry
2:54 ...
What is supersymmetry? How can we visualize it? What is the difference between fermions and bosons? All these answers in 15 minutes!
0:00 - Supersymmetry
2:54 - Its advantages
4:23 - Relativity and quantum
5:57 - Grassmann numbers
8:07 - Coleman-Mandula theorem
10:04 - Visualizing supersymmetry
11:14 - The mass of the Higgs
12:44 - Conclusion
This video is narrated by Octave Masson.
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks !
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
Facebook Page : http://facebook.com/ScienceClic
Twitter : http://twitter.com/ScienceClic
Instagram : http://instagram.com/ScienceClic
Alessandro Roussel,
For more info: http://www.alessandroroussel.com/en
_________________________________________________
ScienceClic Français : http://youtube.com/ScienceClic
ScienceClic Español : http://youtube.com/ScienceClicES
_________________________________________________
To learn more :
https://en.wikipedia.org/wiki/Supersymmetry
https://wn.com/Supersymmetry,_Explained_Visually
What is supersymmetry? How can we visualize it? What is the difference between fermions and bosons? All these answers in 15 minutes!
0:00 - Supersymmetry
2:54 - Its advantages
4:23 - Relativity and quantum
5:57 - Grassmann numbers
8:07 - Coleman-Mandula theorem
10:04 - Visualizing supersymmetry
11:14 - The mass of the Higgs
12:44 - Conclusion
This video is narrated by Octave Masson.
For more videos, subscribe to the YouTube channel : https://www.youtube.com/ScienceClicEN
And if you liked this video, you can share it on social networks !
To support me on Patreon : http://www.patreon.com/ScienceClic
or on Tipeee : http://tipeee.com/ScienceClic
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To learn more :
https://en.wikipedia.org/wiki/Supersymmetry
- published: 15 May 2022
- views: 400666
15:14
What is the ORIGIN of all MASS in the Universe? Physics of symmetry breaking
Signup for your FREE trial to Wondrium here: http://ow.ly/fAau30spaYS
REFERENCES:
What is Symmetry?: https://www.youtube.com/watch?v=paQLJKtiAEE
Higgs mechani...
Signup for your FREE trial to Wondrium here: http://ow.ly/fAau30spaYS
REFERENCES:
What is Symmetry?: https://www.youtube.com/watch?v=paQLJKtiAEE
Higgs mechanism: https://www.youtube.com/watch?v=u05VK0pSc7I
Quantum Field Theory: https://www.youtube.com/watch?v=jlEovwE1oHI
Strong Force mechanism: https://youtu.be/WF2c_jzefKc
Visualizing quantum fields: https://youtu.be/UoLglpqmOr0
Research Papers on Chiral symmetry breaking:
https://tinyurl.com/2khglb9g
https://tinyurl.com/2m73bymc
https://tinyurl.com/2gczzn3k
https://tinyurl.com/2z6rzxx9
CHAPTERS:
0:00 No mass would exist without this
1:15 What is symmetry?
3:29 Why does the universe break symmetry?
4:56 Mass is a problem in the Standard Model
5:52 What is symmetry breaking?
6:12 What is expectation value?
8:15 How do fundamental particles gain rest mass?
8:45 How does ALL mass come from symmetry breaking?
9:45 Chiral symmetry breaking
11:55 Summary of the origin of mass
13:15 Chemistry and our universe
SUMMARY:
What is the origin of mass in the universe? Symmetry breaking. Symmetries in quantum mechanics result in 3 of the fundamental forces of nature - electromagnetic, weak and strong forces. However, the breaking of certain symmetries is just as important as symmetries. Without it no mass would exist in the universe and no life would exist.
What is symmetry in physics? it's when the properties of particles don’t change after being subjected to transformations. The simplest example is the fact that the laws of physics are the same whether you are here, or in China – this is space translation symmetry. Symmetries show us that mother nature has some simple rules it uses to build the universe.
Imagine a Mexican hat potential. Now if I asked you to place a ball such that you didn’t break symmetry, you would only have one choice - in the middle, at the maximum. What if instead, we put the ball in one of the minima? Now the symmetry would no longer exist. This is a representation of how the Higgs mechanism works to impart mass to fundamental particles. Certain fundamental particles break symmetry by not being in the center, by being in the non-zero potential of the Higgs field.
The issue with the standard model is that all particles must be massless according its equations. This is a demand from the symmetry of the equations. So how do masses of the fundamental particles come about? symmetry breaking.
What is symmetry breaking? Briefly, modern quantum theory shows that all particles are excitations in fields that permeate the entire universe. The lowest energy state of all the other fields is zero. This means that even though they are modulating and changing, meaning that particle and antiparticles are quickly coming in and out of existence forming and annihilating all the time, overall the energy used to create and annihilate these virtual particles has a net value of zero. But the Higgs field is different . It’s field is non zero, even in empty space.
This means our Higgs field becomes massive at a lower energy state, and any fundamental particle that interacts with it gains a rest mass. All the mass associated with the particles of the standard model is due to the fact that they interact with the Higgs field. Particles that don’t interact with the Higgs field remain massless, like the massless photon.
But symmetry breaking is responsible for all mass, not just the mass of fundamental particles. The mass of protons and neutrons comes mainly from the binding energy that keeps quarks glued together inside protons and neutrons, as well as the biding energy that keeps protons glued to other protons and neutrons in the nucleus. It comes from gluon interactions associated with the strong force.
What kind of symmetry breaking explains this binding energy? Chiral symmetry. A chiral symmetric theory treats left handed and right handed particles the same. But the standard model is not a chiral-symmetric theory. It does not treat left and right-handed particles the same.
Consider a left-handed up quark. It has a mass of about 2.3 MeV. The anti-particle of this quark will be right handed.
When these two quarks are bound together, this combination is called a meson. If left and right chirality were treated equally, this meson would annihilate with a net energy of roughly zero. The combination of a quark/anti-quark pair would result in zero mass.
However, if chiral symmetry is broken, they are not treated equally, and the net energy is NOT zero. In fact the total mass is 135 to 140 MeV. Where did this increase in mass come from? It comes about due to chiral symmetry breaking.
#symmetry
#mass
The gluons form a kind of cloud around the quarks. This confines the quarks, breaks chiral symmetry, and generates the binding energy that is measured as mass of the meson. The same phenomenon occurs in protons and neutrons. This is the origin of 99% of the visible mass in the universe. The other 1% is due to the Higgs boson.
https://wn.com/What_Is_The_Origin_Of_All_Mass_In_The_Universe_Physics_Of_Symmetry_Breaking
Signup for your FREE trial to Wondrium here: http://ow.ly/fAau30spaYS
REFERENCES:
What is Symmetry?: https://www.youtube.com/watch?v=paQLJKtiAEE
Higgs mechanism: https://www.youtube.com/watch?v=u05VK0pSc7I
Quantum Field Theory: https://www.youtube.com/watch?v=jlEovwE1oHI
Strong Force mechanism: https://youtu.be/WF2c_jzefKc
Visualizing quantum fields: https://youtu.be/UoLglpqmOr0
Research Papers on Chiral symmetry breaking:
https://tinyurl.com/2khglb9g
https://tinyurl.com/2m73bymc
https://tinyurl.com/2gczzn3k
https://tinyurl.com/2z6rzxx9
CHAPTERS:
0:00 No mass would exist without this
1:15 What is symmetry?
3:29 Why does the universe break symmetry?
4:56 Mass is a problem in the Standard Model
5:52 What is symmetry breaking?
6:12 What is expectation value?
8:15 How do fundamental particles gain rest mass?
8:45 How does ALL mass come from symmetry breaking?
9:45 Chiral symmetry breaking
11:55 Summary of the origin of mass
13:15 Chemistry and our universe
SUMMARY:
What is the origin of mass in the universe? Symmetry breaking. Symmetries in quantum mechanics result in 3 of the fundamental forces of nature - electromagnetic, weak and strong forces. However, the breaking of certain symmetries is just as important as symmetries. Without it no mass would exist in the universe and no life would exist.
What is symmetry in physics? it's when the properties of particles don’t change after being subjected to transformations. The simplest example is the fact that the laws of physics are the same whether you are here, or in China – this is space translation symmetry. Symmetries show us that mother nature has some simple rules it uses to build the universe.
Imagine a Mexican hat potential. Now if I asked you to place a ball such that you didn’t break symmetry, you would only have one choice - in the middle, at the maximum. What if instead, we put the ball in one of the minima? Now the symmetry would no longer exist. This is a representation of how the Higgs mechanism works to impart mass to fundamental particles. Certain fundamental particles break symmetry by not being in the center, by being in the non-zero potential of the Higgs field.
The issue with the standard model is that all particles must be massless according its equations. This is a demand from the symmetry of the equations. So how do masses of the fundamental particles come about? symmetry breaking.
What is symmetry breaking? Briefly, modern quantum theory shows that all particles are excitations in fields that permeate the entire universe. The lowest energy state of all the other fields is zero. This means that even though they are modulating and changing, meaning that particle and antiparticles are quickly coming in and out of existence forming and annihilating all the time, overall the energy used to create and annihilate these virtual particles has a net value of zero. But the Higgs field is different . It’s field is non zero, even in empty space.
This means our Higgs field becomes massive at a lower energy state, and any fundamental particle that interacts with it gains a rest mass. All the mass associated with the particles of the standard model is due to the fact that they interact with the Higgs field. Particles that don’t interact with the Higgs field remain massless, like the massless photon.
But symmetry breaking is responsible for all mass, not just the mass of fundamental particles. The mass of protons and neutrons comes mainly from the binding energy that keeps quarks glued together inside protons and neutrons, as well as the biding energy that keeps protons glued to other protons and neutrons in the nucleus. It comes from gluon interactions associated with the strong force.
What kind of symmetry breaking explains this binding energy? Chiral symmetry. A chiral symmetric theory treats left handed and right handed particles the same. But the standard model is not a chiral-symmetric theory. It does not treat left and right-handed particles the same.
Consider a left-handed up quark. It has a mass of about 2.3 MeV. The anti-particle of this quark will be right handed.
When these two quarks are bound together, this combination is called a meson. If left and right chirality were treated equally, this meson would annihilate with a net energy of roughly zero. The combination of a quark/anti-quark pair would result in zero mass.
However, if chiral symmetry is broken, they are not treated equally, and the net energy is NOT zero. In fact the total mass is 135 to 140 MeV. Where did this increase in mass come from? It comes about due to chiral symmetry breaking.
#symmetry
#mass
The gluons form a kind of cloud around the quarks. This confines the quarks, breaks chiral symmetry, and generates the binding energy that is measured as mass of the meson. The same phenomenon occurs in protons and neutrons. This is the origin of 99% of the visible mass in the universe. The other 1% is due to the Higgs boson.
- published: 26 Aug 2022
- views: 278273
17:47
How Symmetry is Fundamental to Reality: Gauge Theory Simplified!
Signup for your FREE trial to Wondrium here: http://ow.ly/EEt930skwLS
BACKGROUND VIDEOS:
How All Fundamental Forces work: https://www.youtube.com/watch?v=xZqID...
Signup for your FREE trial to Wondrium here: http://ow.ly/EEt930skwLS
BACKGROUND VIDEOS:
How All Fundamental Forces work: https://www.youtube.com/watch?v=xZqID1zSm0k
All Fundamental Particles visualized: https://www.youtube.com/watch?v=TDYex6VSd7o
Maxwell's Equations: https://www.youtube.com/watch?v=FSEJ4YLXtt8
Quantum Electrodynamics (QED): https://www.youtube.com/watch?v=PutOOpAkjQ4
Quantum Chromodynamics (QCD): https://www.youtube.com/watch?v=KnbrRhkJCRk
CHAPTERS:
00:00 Symmetry - root of physics
01:31 What is symmetry?
03:24 Intro to Group Theory
06:04 Noether's Theorem
07:17 U(1) symmetry simplified
09:43 Dirac equation transformation
11:10 How QED comes from U(1) symmetry
12:47 U(1) SU(2) SU(3) explained simply
15:32 Symmetry is the foundation of the universe
15:54 Further study on Wondrium
SUMMARY:
If you ask a physicist, what is at the core of physics, you will hear symmetry. What is symmetry? Gauge theory explained simply.
Symmetry is about actions that don't change anything. If we take an equilateral triangle, and put a mirror from one corner to the middle of the opposite side, we will see that the whole triangle. This is a symmetry of the equilateral triangle. Similarly we can rotate the triangle by 120 degrees, and it will look identical to what it was before.
What we just did is a simple example of something more complex - group theory. Group theory is the math behind the symmetries.The mathematics behind the symmetries of the equilateral triangle is called the dihedral GROUP of degree 3, where 3 refers to the triangle having three corners. We can change the elements, or permutations, using two different operations, rotation, and reflection. These two operations are called generators. The result of applying a generator doesn’t change anything visible. This is symmetry.
Symmetries give us rules for how to transform something while conserving a quantity. For the triangle, that conserved quantity is its shape, and the generators are rotation and reflection.
This leads us to Noether’s theorem which states that “For every symmetry there is a corresponding conservation law.” This directly connects symmetries with conserved quantities.
What happens if we take the limit of a polygon with an infinite number of edges? We get a circle. A circle of some radius, r, can be described on a 2D plane using polar coordinates by two equations. If we use complex numbers to represent the circle, we can write it with just ONE equation. This allows us to write one complex equation that achieves the same mathematically as two real equations.
It turns out that there’s also a symmetry group associated with this circle of complex numbers with a radius or magnitude of 1. It is called the U(1) group. The elements of the group are all the infinite possible angles phi around the circle.
Quantum mechanics is built on complex numbers. We can apply the symmetry with the simple transformation of moving around the circle. Do described the movement of fermions, we can use the Dirac equation. It describes any matter particle, like an electron, with some mass m moving in space. It does not describe any forces.
If U(1) symmetry exists, it would mean that if we applied our transformation, the Lagrangian would not change. The problem is that the Lagrangian DOES change when we apply this transformation, so this tells us that no U(1) symmetry exists.
However, if we modify the equation, by adding a new quantum field to the theory, a gauge field, we can get a symmetry. Another name for a gauge field is a force. Our theory works, and obeys U(1) symmetry transformations if we add some new terms to the equation. It turns out that this new term describes the electromagnetic force. The entire theory of Quantum Electrodynamics can be derived by the new transformed equation.
So by taking a theory for fermions (Dirac equation) and demanding a U(1) transformation we got the theory of electromagnetism. Similarly, the standard model is constructed to respect three symmetries or special unitary groups. And each group leads to a symmetry resulting in a conservation law and a fundamental force.
The U(1) group gives us conservation of electric charge, and is associated with the electromagnetic force. The SU(2) group gives us conservation of weak isospin, or weak charge, and is associated with the weak force. The SU(3) group leads to conservation of color charge and is associated with the strong force. It leads to the theory of quantum chromodynamics.
In addition, the number of generators corresponds to the number of bosons involved with each force. U(1) has one generator and one photon. SU(2) has 3 generators and 3 W+, W-, and Z. SU(3) has 8 generators and 8 different gluons.
#gaugesymmetry
#grouptheory
#noetherstheorem
Symmetries seem to be the foundation of the laws of physics. Why this is the case is something no one knows.
https://wn.com/How_Symmetry_Is_Fundamental_To_Reality_Gauge_Theory_Simplified
Signup for your FREE trial to Wondrium here: http://ow.ly/EEt930skwLS
BACKGROUND VIDEOS:
How All Fundamental Forces work: https://www.youtube.com/watch?v=xZqID1zSm0k
All Fundamental Particles visualized: https://www.youtube.com/watch?v=TDYex6VSd7o
Maxwell's Equations: https://www.youtube.com/watch?v=FSEJ4YLXtt8
Quantum Electrodynamics (QED): https://www.youtube.com/watch?v=PutOOpAkjQ4
Quantum Chromodynamics (QCD): https://www.youtube.com/watch?v=KnbrRhkJCRk
CHAPTERS:
00:00 Symmetry - root of physics
01:31 What is symmetry?
03:24 Intro to Group Theory
06:04 Noether's Theorem
07:17 U(1) symmetry simplified
09:43 Dirac equation transformation
11:10 How QED comes from U(1) symmetry
12:47 U(1) SU(2) SU(3) explained simply
15:32 Symmetry is the foundation of the universe
15:54 Further study on Wondrium
SUMMARY:
If you ask a physicist, what is at the core of physics, you will hear symmetry. What is symmetry? Gauge theory explained simply.
Symmetry is about actions that don't change anything. If we take an equilateral triangle, and put a mirror from one corner to the middle of the opposite side, we will see that the whole triangle. This is a symmetry of the equilateral triangle. Similarly we can rotate the triangle by 120 degrees, and it will look identical to what it was before.
What we just did is a simple example of something more complex - group theory. Group theory is the math behind the symmetries.The mathematics behind the symmetries of the equilateral triangle is called the dihedral GROUP of degree 3, where 3 refers to the triangle having three corners. We can change the elements, or permutations, using two different operations, rotation, and reflection. These two operations are called generators. The result of applying a generator doesn’t change anything visible. This is symmetry.
Symmetries give us rules for how to transform something while conserving a quantity. For the triangle, that conserved quantity is its shape, and the generators are rotation and reflection.
This leads us to Noether’s theorem which states that “For every symmetry there is a corresponding conservation law.” This directly connects symmetries with conserved quantities.
What happens if we take the limit of a polygon with an infinite number of edges? We get a circle. A circle of some radius, r, can be described on a 2D plane using polar coordinates by two equations. If we use complex numbers to represent the circle, we can write it with just ONE equation. This allows us to write one complex equation that achieves the same mathematically as two real equations.
It turns out that there’s also a symmetry group associated with this circle of complex numbers with a radius or magnitude of 1. It is called the U(1) group. The elements of the group are all the infinite possible angles phi around the circle.
Quantum mechanics is built on complex numbers. We can apply the symmetry with the simple transformation of moving around the circle. Do described the movement of fermions, we can use the Dirac equation. It describes any matter particle, like an electron, with some mass m moving in space. It does not describe any forces.
If U(1) symmetry exists, it would mean that if we applied our transformation, the Lagrangian would not change. The problem is that the Lagrangian DOES change when we apply this transformation, so this tells us that no U(1) symmetry exists.
However, if we modify the equation, by adding a new quantum field to the theory, a gauge field, we can get a symmetry. Another name for a gauge field is a force. Our theory works, and obeys U(1) symmetry transformations if we add some new terms to the equation. It turns out that this new term describes the electromagnetic force. The entire theory of Quantum Electrodynamics can be derived by the new transformed equation.
So by taking a theory for fermions (Dirac equation) and demanding a U(1) transformation we got the theory of electromagnetism. Similarly, the standard model is constructed to respect three symmetries or special unitary groups. And each group leads to a symmetry resulting in a conservation law and a fundamental force.
The U(1) group gives us conservation of electric charge, and is associated with the electromagnetic force. The SU(2) group gives us conservation of weak isospin, or weak charge, and is associated with the weak force. The SU(3) group leads to conservation of color charge and is associated with the strong force. It leads to the theory of quantum chromodynamics.
In addition, the number of generators corresponds to the number of bosons involved with each force. U(1) has one generator and one photon. SU(2) has 3 generators and 3 W+, W-, and Z. SU(3) has 8 generators and 8 different gluons.
#gaugesymmetry
#grouptheory
#noetherstheorem
Symmetries seem to be the foundation of the laws of physics. Why this is the case is something no one knows.
- published: 18 Jun 2022
- views: 203469
9:00
This Particle Breaks Time Symmetry
Increasing entropy is NOT the only process that's asymmetric in time.
Check out the book: http://WeHaveNoIdea.com
This video was co-written by Daniel Whiteson a...
Increasing entropy is NOT the only process that's asymmetric in time.
Check out the book: http://WeHaveNoIdea.com
This video was co-written by Daniel Whiteson and Jorge Cham
You can also check out PhD Comics: http://phdcomics.com
Special thanks to Patreon supporters:
Tony Fadell, Donal Botkin, Michael Krugman, Jeff Straathof, Zach Mueller, Ron Neal, Nathan Hansen, Joshua Abenir
Support Veritasium on Patreon: http://ve42.co/patreon
Original paper on parity violation by the weak force by Lee and Yang:
http://www.physics.utah.edu/~belz/phys5110/PhysRev.104.254.pdf
More on B-meson oscillations and time reversal violation:
Physics World Article: http://ve42.co/TimeReversal
Original paper: https://arxiv.org/pdf/1410.1742.pdf
https://en.wikipedia.org/wiki/B_meson
Physics consultant: Prof. Stephen Bartlett
Studio filming by Raquel Nuno
https://wn.com/This_Particle_Breaks_Time_Symmetry
Increasing entropy is NOT the only process that's asymmetric in time.
Check out the book: http://WeHaveNoIdea.com
This video was co-written by Daniel Whiteson and Jorge Cham
You can also check out PhD Comics: http://phdcomics.com
Special thanks to Patreon supporters:
Tony Fadell, Donal Botkin, Michael Krugman, Jeff Straathof, Zach Mueller, Ron Neal, Nathan Hansen, Joshua Abenir
Support Veritasium on Patreon: http://ve42.co/patreon
Original paper on parity violation by the weak force by Lee and Yang:
http://www.physics.utah.edu/~belz/phys5110/PhysRev.104.254.pdf
More on B-meson oscillations and time reversal violation:
Physics World Article: http://ve42.co/TimeReversal
Original paper: https://arxiv.org/pdf/1410.1742.pdf
https://en.wikipedia.org/wiki/B_meson
Physics consultant: Prof. Stephen Bartlett
Studio filming by Raquel Nuno
- published: 12 Dec 2017
- views: 4611831
7:08
A mind-blowing explanation of symmetry | Frank Wilczek for Big Think
This interview is an episode from The Well, our new publication about ideas that inspire a life well-lived, created with the John Templeton Foundation.
Subscri...
This interview is an episode from The Well, our new publication about ideas that inspire a life well-lived, created with the John Templeton Foundation.
Subscribe to Big Think on YouTube ► https://www.youtube.com/c/bigthink
Up Next ► What science can’t answer, according to physicist Jim Al-Khalili https://youtu.be/yeRmGUAkRRY
Dr. Frank Wilczek is the newly announced recipient of the 2022 Templeton Prize, which, valued at over $1.4 million, is one of the world's largest annual individual awards.
Dr. Wilczek is celebrated for his investigations into the fundamental laws of nature that have transformed our understanding of the forces that govern our universe. In this video, Dr. Wilczek explores the question, ‘does the world embody beautiful ideas?’ through science and humankind’s relationship to (and love for) symmetry.
"We can look at the record of what people have found beautiful, what they were hoping for in their understanding of the world with what the remarkable understanding of the world we've achieved in recent years looks like. And we can therefore frame a meaningful discussion and a meaningful question, a meaningful meditation, on the issue.”
The Templeton Prize was established by the late global investor and philanthropist Sir John Templeton. It is given to honor those who harness the power of the sciences to explore the deepest questions of the universe and humankind’s place and purpose within it.
► Read more details of Dr. Wilczek’s achievement here: https://www.templetonprize.org/laureate-sub/dr-frank-wilczek-receives-2022-templeton-prize/
► And here: https://www.templetonprize.org/laureate-sub/uncovering-the-inherent-beauty-of-the-universe-dr-frank-wilczek-winner-of-the-2022-templeton-prize/
► Continue learning about Dr. Wilczek: https://www.templetonprize.org/laureate/frank-wilczek/
► Learn more about the Templeton Prize: https://www.templetonprize.org/
► Read the full video transcript: https://bigthink.com/the-well/law-of-symmetry/
----------------------------------------------------------------------------------
About Frank Wilczek:
Frank Wilczek is an American theoretical physicist, mathematician and a Nobel laureate. He is currently the Herman Feshbach Professor of Physics at the Massachusetts Institute of Technology (MIT). Wilczek, along with David Gross and H. David Politzer, was awarded the Nobel Prize in Physics in 2004 for their discovery of asymptotic freedom in the theory of the strong interaction. He is on the Scientific Advisory Board for the Future of Life Institute. His new book is titled A Beautiful Question: Finding Nature's Deep Design.
----------------------------------------------------------------------------------
Read more from The Well:
I put a camera on a monkey. Here’s how it shook my understanding of humanity
► https://bigthink.com/the-well/awe-ani...
Atheism is not as rare or as rational as you think
► https://bigthink.com/the-well/atheism...
System 1 vs. System 2 thinking: Why it isn’t strategic to always be rational
► https://bigthink.com/the-well/system-...
----------------------------------------------------------------------------------
About The Well
Do we inhabit a multiverse? Do we have free will? What is love? Is evolution directional? There are no simple answers to life’s biggest questions, and that’s why they’re the questions occupying the world’s brightest minds.
So what do they think?
How is the power of science advancing understanding? How are philosophers and theologians tackling these fascinating questions?
Let’s dive into The Well.
----------------------------------------------------------------------------------
Join The Well on your favorite platforms:
► Facebook: https://bit.ly/thewellFB
► Instagram: https://bit.ly/thewellIG
https://wn.com/A_Mind_Blowing_Explanation_Of_Symmetry_|_Frank_Wilczek_For_Big_Think
This interview is an episode from The Well, our new publication about ideas that inspire a life well-lived, created with the John Templeton Foundation.
Subscribe to Big Think on YouTube ► https://www.youtube.com/c/bigthink
Up Next ► What science can’t answer, according to physicist Jim Al-Khalili https://youtu.be/yeRmGUAkRRY
Dr. Frank Wilczek is the newly announced recipient of the 2022 Templeton Prize, which, valued at over $1.4 million, is one of the world's largest annual individual awards.
Dr. Wilczek is celebrated for his investigations into the fundamental laws of nature that have transformed our understanding of the forces that govern our universe. In this video, Dr. Wilczek explores the question, ‘does the world embody beautiful ideas?’ through science and humankind’s relationship to (and love for) symmetry.
"We can look at the record of what people have found beautiful, what they were hoping for in their understanding of the world with what the remarkable understanding of the world we've achieved in recent years looks like. And we can therefore frame a meaningful discussion and a meaningful question, a meaningful meditation, on the issue.”
The Templeton Prize was established by the late global investor and philanthropist Sir John Templeton. It is given to honor those who harness the power of the sciences to explore the deepest questions of the universe and humankind’s place and purpose within it.
► Read more details of Dr. Wilczek’s achievement here: https://www.templetonprize.org/laureate-sub/dr-frank-wilczek-receives-2022-templeton-prize/
► And here: https://www.templetonprize.org/laureate-sub/uncovering-the-inherent-beauty-of-the-universe-dr-frank-wilczek-winner-of-the-2022-templeton-prize/
► Continue learning about Dr. Wilczek: https://www.templetonprize.org/laureate/frank-wilczek/
► Learn more about the Templeton Prize: https://www.templetonprize.org/
► Read the full video transcript: https://bigthink.com/the-well/law-of-symmetry/
----------------------------------------------------------------------------------
About Frank Wilczek:
Frank Wilczek is an American theoretical physicist, mathematician and a Nobel laureate. He is currently the Herman Feshbach Professor of Physics at the Massachusetts Institute of Technology (MIT). Wilczek, along with David Gross and H. David Politzer, was awarded the Nobel Prize in Physics in 2004 for their discovery of asymptotic freedom in the theory of the strong interaction. He is on the Scientific Advisory Board for the Future of Life Institute. His new book is titled A Beautiful Question: Finding Nature's Deep Design.
----------------------------------------------------------------------------------
Read more from The Well:
I put a camera on a monkey. Here’s how it shook my understanding of humanity
► https://bigthink.com/the-well/awe-ani...
Atheism is not as rare or as rational as you think
► https://bigthink.com/the-well/atheism...
System 1 vs. System 2 thinking: Why it isn’t strategic to always be rational
► https://bigthink.com/the-well/system-...
----------------------------------------------------------------------------------
About The Well
Do we inhabit a multiverse? Do we have free will? What is love? Is evolution directional? There are no simple answers to life’s biggest questions, and that’s why they’re the questions occupying the world’s brightest minds.
So what do they think?
How is the power of science advancing understanding? How are philosophers and theologians tackling these fascinating questions?
Let’s dive into The Well.
----------------------------------------------------------------------------------
Join The Well on your favorite platforms:
► Facebook: https://bit.ly/thewellFB
► Instagram: https://bit.ly/thewellIG
- published: 22 May 2022
- views: 200064