One of the most important algebras -- The Witt Algebra

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[michaelslack]

There is an audience for this kind of content - people like me who vaguely remember this stuff from university, but have been in the real world for a while and like being reminded

[frozenmoon]

We highly appreciate the exploration into the more difficult math.

[jkid]

Honestly, you should feel even more encouraged to make a video on an unpopular or niche topic. There are a billion resources out there for competition math or Calc 2 help, but with under-represented stuff, you're really meaningfully breaking open ground for new minds to explore.

[STCB]

+1 for both
- a follow-up on the Virasoro algebra &
- generally, more videos like this

Thank you very much! 🙏🏼

[mehrdadassar]

Yes more videos about Algebras, Lie groups, Representations, Manifolds, Hilbert Spaces, Operators, Operator

[Alex_Deam]

These videos are at the perfect level imo, introducing something new and abstract but at such a level that anyone who is okay with (e.g.) linear algebra or polynomials can dig in. One suggestion: it would be nice to end with a recommend resource (e.g. standard textbook) for those inspired to find out more. Anyway, extremely here for any follow up videos - but regardless, focus on making content you enjoy so you don't get burnt out!

[goodplacetostop]

9:00 Really Good Place To Start
36:35 Good Place to Stop

[romajimamulo]

Often I, and probably many other people, are afraid they're not going to understand a video like this, but I was pleasantly surprised with how well I understood. Definitely interested in a sequel to this, particularly one about showing if there's linearity with the lie operator here

[ericvazquez]

As a student applying to PhD programs, videos like this help keep me motivated to learn mathematics. I would definitely enjoy watching more of these videos

[woody]

I love abstract and pure mathematics and your extraordinary clean presentation makes even complex topics accessible by rather short videos. I appreciate whatever you do!

[djsmeguk]

I would love to see a follow up on the virasoro algebra.

[ДенисЛогвинов-зе]

More video like this. I really like it.

[erikdavis]

I am a PhD student in math (particularly Algebraic Number Theory) and I greatly appreciate videos such as these. However, I understand if they don’t feel worthwhile to make if they require some effort and if the audience for this is a very small minority of your viewers.

I’d be up for seeing a follow up on the central extension of this algebra. Do you intend to make anything (or perhaps have you already made something) on representation theory?

[thomasreid]

As a maths graduate who is now navigating life outside of academia, I just wanted to say I really appreciate these kinds of videos for keeping me in touch with my passion for mathematics. Thank you so much!

[evanknowles]

All of this can be derived just from linearity and the product rule?! I'm 10 minutes in and already blown away. Please make more videos like this!

[maxdominate]

One of my professors specialties, if I recall his CV correctly, was on "Witt Rings". My undergrad education didn't cover this type of Algebraic structure; so, thank you for covering it. I

[aspiringmathmatologer]

It’s a shame the audience for these kinds of videos is so small. As a student who’s self-studying linear algebra and recently learnt about some simpler applications of polynomial rings like Gaussian numbers to number theory, these sorts of videos that give exposure to neat things in math really pique my interest for the possibilities of what I could study in college. Thank you so much!

[radadadadee]

I learned a bit about Lie algebras when studying Quantum Field Theory but this was a nice refreshment. I would like to see a continuation into the Virasoro theorem.

[TheOneThreeSeven]

Love these more advanced/theoretical video's, more like this please!

[josephmellor]

9:00 "That's a good place to start." I feel like I'm in a mirror universe.