PDE Part 1 | Introduction
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Top Comments
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I enjoy your presentation and you break down complex subjects in an easy to follow language. You sound like a really nice chap.
3 months ago 2
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All Comments (27)
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Best intro to PDE's I've seen....thanks callmejimmy. I get them mathematically, it would be nice if there was more material on their practical applications though eg. for the heat equation.
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Could you make vidoes about fourier series please, would be awsome:)
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Fantastic, thank you!
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Thanks . nice video
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This is really great, thanks for the explanation!
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Good teaching with good explanation.
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Thank you!
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Hi :) I was wondering, how do you solve Uxx = Utt ? It's very confusing
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Why is the derivative 1/a x^a not x^a-1 ?
williamCbriand 5 months ago
@williamCbriand Are you referring to the derivative of 1/2 x^2 at about 6:20? If not, give me a time in the video that you're referring to.
commutant 5 months ago
This comment has received too many negative votes show
I've never heard more pompous bullshit in my life. The only thing that I learned is that I can't stand the sound of this guy's voice.
Do you know any good books on Combinatorics?
mathgeek420 7 months ago
@mathgeek420 Thanks!
Why in the world would you want a book on combinatorics?
commutant 7 months ago 5
what textbooks do you recommend for partial differential equations. Or what textbooks do you own .
phazon100 9 months ago
@phazon100 Roughly in order of increasing "difficulty":
1. Partial Differential Equations for Scientists and Engineers by Stanley Farlow
2. Applied Partial Differential Equations by Richard Haberman
3. Notes here: math (dot) umn (dot) edu/~olver/pdn.html (fix the url obviously)
4. Partial Differential Equations: An Introduction by Walter Strauss
If you are just getting started, pick up Farlow. It's cheap and broken up into bite sized pieces, just make sure to do the exercises....
commutant 9 months ago