What are some recommended videos about mathematics?

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Discussion Overview

The discussion revolves around recommendations for interesting mathematics videos, with participants expressing preferences for various types of resources, including books. The scope includes personal recommendations, opinions on the effectiveness of videos versus books, and the breadth of mathematical topics.

Discussion Character

  • Exploratory
  • Debate/contested
  • Meta-discussion

Main Points Raised

  • One participant requests recommendations for videos that present original viewpoints in mathematics.
  • Several participants suggest that books are generally better than videos for learning mathematics.
  • Another participant notes that the lack of responses may be due to the perception that the question can be answered by a simple Google search.
  • Some participants express a desire for personal recommendations rather than generic searches.
  • One participant mentions enjoying chalkboard work in lectures, highlighting the nonlinear nature of lectures compared to the linearity of books.
  • A participant shares their experience reading "Riemann's Zeta Function" and warns that a solid calculus background is necessary to understand it.
  • Another participant suggests the Bourbaki books, particularly the one on set theory, as a good resource.

Areas of Agreement / Disagreement

Participants generally agree on the value of books over videos, but there is no consensus on the best resources or specific recommendations for videos. The discussion remains unresolved regarding the effectiveness of videos versus books.

Contextual Notes

Some participants express uncertainty about their specific interests in mathematics, indicating a broad range of topics from number theory to analysis, which complicates the search for targeted video recommendations.

John M
Hi all,
I'd like to hear skilled mathematicians (physics otherwise) in some interesting (read: presenting potentially original point of views; but that's not necessary) videos.
What would you recommend?

Thanks in advance.
 
Mathematics news on Phys.org
Books.
 
Char. Limit said:
Books.

That's not the kind of effort I was looking for. Thanks for the seconds you took to reply anyways.
--

Yesterday I was watching a lecture by Robert May with some interesting points in quadratic equations, even though he was addressing the general public.
 
Honestly I was hoping more interesting people would reply to this. My post was mainly a bump, with a possible alternate explanation of "books are usually better than videos". Come on people, John M isn't the only one interested here!
 
Google can't, unfortunately, give motivated or valuable answers to such a question. That's exactly why I'm here, humbly asking for recommendations. :)
 
This "might" be helpful: http://theeducationchannel.info/

not much stuff there, he's a maths and physics tutor in London, and this is one of his many websites.
 
Lots of universities put open lectures online
 
I second books :biggrin:

Mathematics is a very broad subject, maybe you could tell us what you are particularly interested in or even what level of maths you currently know.
 
  • #10
I like chalkboard work. There's something about watching words get written that makes it stick better.

Also, books are linear. Lectures can be nonlinear.
 
  • #11
genericusrnme said:
I second books :biggrin:

Mathematics is a very broad subject, maybe you could tell us what you are particularly interested in or even what level of maths you currently know.

Go ahead with some books titles then. If no videos, I'll welcome books.
I can't pick up a single topic. I'd be interested in the links between them instead, ranging from number theory to analysis. What I'm looking for is some original (if possible) and deep links, but really, I love mathematics and can't just pick a single topic. :)

Pythagorean said:
Lectures can be nonlinear.

And if the lecturer keeps coherence that makes it even more pleasurable.
 
  • #12
I'm reading Riemann's Zeta Function by H.M. Edwards right now. It's a pretty interesting book, although it's quite deep. I can usually see where most of it's coming from now that I'm on the fourth reading though.

Warning: Without a good calculus knowledge, you will. Not. Get. It.
 
  • #13
John M said:
Go ahead with some books titles then. If no videos, I'll welcome books.
I can't pick up a single topic. I'd be interested in the links between them instead, ranging from number theory to analysis. What I'm looking for is some original (if possible) and deep links, but really, I love mathematics and can't just pick a single topic. :)

Give the Bourbaki books a go, they're pretty good (especially the first book on set theory).
 

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