Elliptic Integrals and Elliptic Functions, a brief history

[mathcuratorzanachan]

Correction: the integrated in the arc length integral for unit circle is 1/sqrt(1-x^2) (instead of x^4)

[joshmyer]

The material is so well-organized that I got to spend most of the video appreciating how equations kinda wiggle onto the screen and then snuggle down into place. I don't think I've seen anyone else do it that way, and I love it. It's so much faster and cleaner than writing them out live, but also more engaging than just plonking them down into place. Kind of reminds me of a cat walking over and curling up in a sunbeam.

[enigmath]

Riemann is so creative! He is one of my idol in mathematics

[markborz]

So it is again Grandmaster Riemann who cleared things up for the mere mortals.

[perrydimes]

Great video. I feel like an explanation this clear should have way more views.

[Hamza_Khan_Journey]

love it when I see content of abstract math that you don't see a lot of, good job

[MrFlaviojosefus]

Fantastic video!!! Also, a beautiful voice! 😍🥰😇

[gradf]

You have made many things simple!!! Btw you have a very sweet voice.

[zacmilne]

3:49: I don’t understand how the arc length of an arc of angle ‘a’ of the unit circle is not just ‘a’ itself i.e., a=E instead of a=sin(E). Please help.

[inverse_of_zero]

Came for the elliptic integrals, subscribed for the beautifully simple explanation and calming voice ❤

[ayrthhhn]

holy crap amazing video
I shall and need to state my admiration towards Abel and Riemann

[paulg]

I love the Hertz Commercial.. That gal and Brady deliver !

[hadijaffri]

more than half of this stuff went right over my head, but it looks so interesting 😅. Hopefully ill be able to grasp all of this one day :)

[themathguy]

Omg i'm so impressed how did you manage to write such a concise content coursed in YT in such little time (give you started your channel this year). You're such a great explainer, hope much success to you! Are you an university professor? what's your research field?

[aditivasu]

thanks for making this video I rlly loved it!! so fun and easy to understand

[vishnupriyaa]

Amazing video!! What program did you use to make your presentation?

[Jaylooker]

This suggests a case of Stokes Theorem since there are 1-forms and Riemann surfaces are orientable manifolds

[p_square]

wow tysm for this video
I am a 9th grade student and your explanation makes it so much easy to understand

[alexduchamps]

Hi, which video are you talking about at 9:09?

[student]

Have you a book pdf or lecture notes pdf on "Hyperelliptic Function" please?