Video Lectures for Upper-Level Mathematics

In summary, the conversation revolved around the sharing of video lectures for upper-level mathematics courses. Participants were asked to refrain from sharing videos for introductory courses and to focus on whole courses rather than seminar videos. Some suggested links were provided, including Ted Chinburg's lectures on Algebra and Algebraic Number Theory, UCCS Archive's videos on Real Analysis and Functional Analysis, and N J Wildberger's lectures on Basic Algebraic Topology. The conversation also included requests for videos on Galois Theory, Category Theory, Topology, and Complex Analysis, as well as some physics-related links. Other suggestions included Mathematicalmonk's videos on graduate Probability Theory, ThoughtSpaceZero's videos on Topology, and TheCatsters' videos on Category Theory
  • #71
sponsoredwalk said:

Thank you so much! I needed this!
 
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  • #72
Just wanted to say that the video series on differential forms by David Metzler is particularly good if, like me, you've had trouble transitioning from old-style vector & tensor calculus. After years of struggling to "think forms", his videos finally gave me some insight into how they relate to what I already learned decades ago. It's located at: http://www.youtube.com/playlist?list=PLB8F2D70E034E9C29&feature=plcp .
 
  • #73
hello, I'm a new user to this chatforum so am learning from you.
 
  • #74
Anybody download any of the links to these videos complementing Jackson?

http://atomlaser.anu.edu.au/honours_em_downloads.html [Broken]

Or any way at all of getting them? I'd really appreciate some contact!
 
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  • #75
sponsoredwalk said:
Anybody download any of the links to these videos complementing Jackson?

http://atomlaser.anu.edu.au/honours_em_downloads.html [Broken]

Or any way at all of getting them? I'd really appreciate some contact!

Try emailing them?
 
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  • #76
Yeah, 3 times, no joy unfortunately... If people are interested in video lectures for Jackson then please fire off e-mails, this thread can affect the video lecture culture of the internet :approve:
 
  • #78
http://asnowden.com/679/lecture-1/ [Broken]

Riemann Roch is in lecture 2!
 
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  • #79
sponsoredwalk said:
Anybody download any of the links to these videos complementing Jackson?

http://atomlaser.anu.edu.au/honours_em_downloads.html [Broken]

Or any way at all of getting them? I'd really appreciate some contact!

I have the videos from both of those courses based on Jackson. I'll email and see if I can legally upload them to youtube. But does youtube allow people to post 50+ minute videos?
 
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  • #80
  • #81
You are my hero!
 
  • #82
sponsoredwalk said:
You are my hero!

Not even close to being ready for that class yet. I'm still studying Purcell, though learning a bit of the Lagrangian formulation out of Goldstein too. Speaking of Goldstein, have you seen the course from NTNU?

TFY 4345 - Classical Mechanics
https://www.youtube.com/course?list=PLUHTGp7T4Zn_FU64InC0C8ZsejaxMtO3s

I figure to be ready for the Jackson E&M courses I will need to study

1. Purcell (in progress - about halfway through MIT OCW's 8.022)
2. Griffiths
3. Some SR (in progress - Not too far yet in MIT OCW's 8.033 - On Assignment 2/9)
4. Upper division classical mechanics (in progress - On assignment 3/13 of TFY 4345)
 
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  • #83
MIT's 8.05 (Quantum Mechanics II) is being offered on edx in February:

https://www.edx.org/course/mitx/mitx-8-05x-mastering-quantum-mechanics-2216

They also have a course on Effective Field Theory this September:
https://www.edx.org/course/mitx/mitx-8-eftx-effective-field-theory-2306

Here are the EFT lectures if you want them now:
http://ocw.mit.edu/courses/physics/8-851-effective-field-theory-spring-2013/

Sorry to put more physics in the math thread, but I can't create threads in the physics subforum and the video course threads are closed.
 
  • #85
I don't know if anyone posted this before, they cover abstract algebra, lie algebra, a series of lecture by John Milnor on differential topology (and not so math related, but algebraic quantum filed theory)

http://www.youtube.com/user/itssoblatant
 
  • #86
Does anyone knows any number theory video lectures? (Except the ones in this thread)
 
  • #87
My particular list of things to get( (right now) would be for good quality features on Galois Theory, Category Theory, Topology and upper-level Complex Analysis. I am more intrigued by immaculate math yet in the event that individuals need to post connected math courses, I am certain there would be loads of enthusiasm here on PF. And additionally connects, any remarks on nature of guideline and taping would be increased in value.
 
  • #88
Alicelewis11 said:
My particular list of things to get( (right now) would be for good quality features on Galois Theory, Category Theory, Topology and upper-level Complex Analysis. I am more intrigued by immaculate math yet in the event that individuals need to post connected math courses, I am certain there would be loads of enthusiasm here on PF. And additionally connects, any remarks on nature of guideline and taping would be increased in value.

If you can speak and read French, there is a Galois Theory course on coursera starting in September from Ecole Normal Superiere, the school Galois went to.

http://www.coursera.org/course/introgalois
 
  • #89
I can't speak or read French but I would like to learn Galois Theory. What should I do to follow the course easily?
 
  • #91
Sankaku said:
UCCS Archive: Real Analysis, Functional Analysis, etc.
http://www.uccs.edu/~math/vidarchive.html

The url of UCCS Archive has been changed into:
http://www.uccs.edu/math/student-resources/video-course-archive.html [Broken]
 
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<h2>1. What topics are typically covered in video lectures for upper-level mathematics?</h2><p>Video lectures for upper-level mathematics often cover topics such as advanced calculus, linear algebra, abstract algebra, differential equations, and real analysis.</p><h2>2. How long are the video lectures for upper-level mathematics?</h2><p>The length of video lectures for upper-level mathematics varies, but they are typically between 30 minutes to an hour long.</p><h2>3. Can I pause and rewind the video lectures?</h2><p>Yes, most video lectures for upper-level mathematics allow you to pause and rewind the video as needed.</p><h2>4. Are there any interactive elements in the video lectures?</h2><p>Some video lectures for upper-level mathematics may have interactive elements such as quizzes or practice problems to help reinforce the material.</p><h2>5. Can I access the video lectures on any device?</h2><p>Most video lectures for upper-level mathematics are accessible on multiple devices such as laptops, tablets, and smartphones.</p>

1. What topics are typically covered in video lectures for upper-level mathematics?

Video lectures for upper-level mathematics often cover topics such as advanced calculus, linear algebra, abstract algebra, differential equations, and real analysis.

2. How long are the video lectures for upper-level mathematics?

The length of video lectures for upper-level mathematics varies, but they are typically between 30 minutes to an hour long.

3. Can I pause and rewind the video lectures?

Yes, most video lectures for upper-level mathematics allow you to pause and rewind the video as needed.

4. Are there any interactive elements in the video lectures?

Some video lectures for upper-level mathematics may have interactive elements such as quizzes or practice problems to help reinforce the material.

5. Can I access the video lectures on any device?

Most video lectures for upper-level mathematics are accessible on multiple devices such as laptops, tablets, and smartphones.

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