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"never wanted to be a mathematician, unlike all of you" but became a more successful mathematician than most of you HAHA GET REKT GG EZ CLAP losers lmao skibidi toilet (this must feel like a firm slap in the face of so many math people who wanted to be a mathematician from early age and worked hard, success in research comes down to luck and environment as well you know)

hehe, tits

Bravo!

Je viens de le découvrir mais grand respect ✊

who is the geometer she's metionaning?

Nice

Great man with his great advice. Lots of respect to you sir 🙏🏻

That's precisely why so many people struggle with mathematics at the beginning of their journey: the constant switch between a simplified abstraction in your head and formal, logical definition. You can't solve a problem without reverting to formalism, which requires a great mental effort. The sooner you get used to it, the faster your progress will go. Well said, Michel Talagrand!

Pierre Deligne: @7:00 Geometry is the art of correct reasoning on false figures Nigel Hitchin: Geometry is the study of structures that are invariant under group action. According to Descartes , and Klein respectively

Dumbledore of Math

What an adorable couple!

Work hard and be open-minded when you find your "knack": you may be really interested in one field of mathematics, but discover that you have a greater aptitude in another.

Awesome lecture

Interview with michel talagrand about his education experiences and mathematics.

But what if our universe repeats itself endlessly(And you can't succeed in some things because the system is distal, like Dipper in Gravity Falls) :D

I’m very impressed by his personality and intelligence. Awesome 👏🏽…Respect to your name forever ♾️…RIP ❤

@9:10 physicists are in fact looking at mathematical symmetries, in the Lie groups. The "unification" is not truly well-defined because no one knows what the final structure of elementary particles must be, but since we have all the low energy broken symmetries we know what possibilities there are for larger groups. The groups are nothing but the instructions for how one particle "rotates" into another (in a topological space sense, not a literal spacetime sense). The proper unification in physics is to unite gravity with the SM of QM. That's also about groups too, since we'd need to know if gravity is purely global and has no need for a graviton, if it's all just gravitons then it requires a special difficult sort of theory (it is non-renormalizable, so cannot be "computational," and no one knows of a way around that, except by postulating maybe gravity is more global/classical and there are no gravitons). Note, if there are no gravitons then it'd be a good thing, since then the SM and gravity are already as united as they can get. Then spin-2 fields get left out of the Lorentzian path integral. Elementary particles can be in superposition, but not spacetime itself. There is a super cool unification then, the parameters in the group for GR vacuum have 36 gauge fields, they are particle-less (have no propagating modes) so are pure pure vacuum. BUt if the Hiiggs particle is actually composite, so not elementary, then these 36 zero-dimension fields would explain precisely why there are three generations of fermions. _Precisely._ I take this as a decent hint gravity should not be re-quantized (it is already a quantum theory, just not for gravitons). However, having a few gravitons is no problem, provided they are particles, not fields and so few of them there is no effective field theory for them. In this case graviton do not mess up the prediction of three generations, since the graviton is not a fermion. This is all just to say, if any mathematician reading this want a far simpler puzzle than Langlands, talk to me! The physics prizes are deeply mathematical. All about Lie groups. Contrary to popular myth, quantum mechanics is _more_ continuous than classical mechanics, not more "discrete". The discrete arises in QM because of topology/homology, but it is still smooth spacetime.

nobody asked any questions?!!!! I would have taken the opportunity ask even more about his churn and simmons theory a much more, even if it bothers him.

❤🎉

❤

Thanks for this interesting talk, in particular for trying to provide illustrations based on a simplest cases.

i wish i can attend the next one :( its look fun

To be a human and humble can make a story a part in the life all of us.

Thanks for a concise and clear advice.

Please consider Dr. Wildberger. I am a great fan.

beautiful explanation, mozart's homage to chopin.

Could AI be used to solve the hundred year old Millennium (math) Problems?

They did not change their mind.

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Congratulations! ^.^

Theoretical Physicists - mathematical philosophers- have long held back physics. The Atomic Expansion Equation is well worth knowing. “The Final Theory: Rethinking Our Scientific Legacy “, Mark McCutcheon for proper physics including the CAUSE of gravity, electricity, magnetism, light and well..... everything. Mathematical ‘objects ‘, starting with Euclid’s “point” has been an abysmal descent into abstract noise.

Nice, impressive and very useful advice, thanks

Great advice! Many thanks 🙏🙏🙏

CLEVER FORAMT: Very nice open questions that are neither stupid nor too general yet understandable by the layman. The answers being on a par makes this a great video.

When do you know you should stop trying? Sure I can grind but sometimes it's just not enough

👏

My advice to young mathematicians:- You need an IQ over 160 to be successful in mathematics otherwise you're wasting your time.

I think he should get another prize for being the humblest mathematician in the world

Except nowadays "hard work" won't do the job. You'll need to be friends with the right people and have no academic freedom.

It is a privilege to hear the advice of one of the greatest living mathematicians! Thank you M. Talagrand!

Thank you

What a heartfelt encouragement

Probably the most beautiful song ever written and ever sung…Thank you, !🙏🏼

If I were awarded the Abel Prize, I would cry too.

The French should make a prize in honor of Fermat, Pascal & Poincare, three pioneering mathematicians.

Your channel is one of the best for gaining knowledge about trading. Thanks for your hard work!

Thanks for this, as a newbie it helps a lot

Le propre du génie c'est cette humilité éblouissante. Le travail et l'amour comme lignes directrices. Une vie de travail au service de la science et l'amour d'une vie pour une femme. J'admire ta noblesse Michel. Tu es parmi les grands de ce monde !

Happy to watch a video of Wiles explaining in his smooth style about this great proof, but I must fess up that I do have a lot to learn to be able to fully understand what is going on.

Thank you