วีดีโอ

His voice.❤

Perfect

necro, but was that Perelman in the thumbnail?

Is there a high definition of these videos?

Gregory Perelman was right to laugh at the international mathematics community. They didn't even talk about him the way he deserves.

I wish Perelman wasn't soo much of an hermite.. but what I know about how much topological separation from the noise of the world needs a mind to perform such acute insights...

sooo, the GOAL (if I understood correctly) of the geometrization conjectures is to be able to enumerate spaces as combinatorics of gluing operations over pieces from a discrete set

AS a NON math aware person, I have one question. What is the PRACTICAL application of this ?

우리의 감각이 우리보다 더 똑똑할거에요.

Why are we watching this guy gesture at something instead of looking at what he is gesturing toward? Wth is that?

When I saw this lecture in my suggested videos, I thought: Why on earth wants Google me to watch such an advanced topic, when I usually only watch 3blue1brown, mathologer and numberphile? But then I reached the climax of this lecture: a unification of quantum theory and general relativity. Bravo algorithm! Didn’t see that one coming. By the way: fantastic talk.

Great presentation, terrible use of camera This isn't the kind of event where I need to "add interest" by occasionally viewing the audience while sacrificing the information conveyed on the board. That should always remain visible. I saw this happen sometimes for when a talk shows proprietary stuff not freed for displaying on the internet, but that doesn't seem to be the case here. Somebody just decided that this is how it's done, so we constantly pop away from the slides.

- I can't give this a big enough "thumb up" 'Like' !!! :) <3

Gromov, Smale, Atiyah, Wiles, Donaldson sitting in the front row... just wow

G Pareleman, What would he have thought ? . Thanks.

One of the Islamic concept of Heaven and Hell is that they do intersect with this existence.

Love his clarity.

This stuff is so pretty

I wonder what is the average iq of this room… how dare i click on this video

Flatlandia in math is important to me , topology too and also underlying structures.

I stopped listening fairly early because of the varying sound, the voices faded out, and understandable

@15:50 😂"what Dante didn't realise is you can rotate the universe so that part of the Earth passes through Heaven and part of it passes through Hell" potentially one of the most accidentally insightful comments ever.

Grigori Perelman, the man himself was sitting at the front row. So, he's clearly not done with Math yet.

what an active gentleman I hope his head won't pop off by the end of the video due to all this movement

4:17 what an awful time to stop showing main point of attention -_-

Thankyou

Thankyou

One of the best talks I have ever listened to! A vastly complex topic brought down to Earth without simplifying, or trivialising it. Masterful! Many thanks.

this is golden

Me encantaría estudiar en esa universidad

Hanging out with you is always fun.

Pranam Sir

Wow. Thanks for posting Koebe Quarter. I think what we have here is more evidence of a model teacher (who's now adapting to teaching remotely).

Best lecture Unification in real fields should be demonstrate . Thank you From Dr.S.n.dey

Happy to see Prof Michael Atiyah and Prof Andre Wiles in the audience.

who else spotted Simon Donaldson seated in the front row?

Let's wait and see how many years it will take for the physicist and cosmologist to understand this ! ? Especially around 39. min.! The prove by Perelman in 2003 , This talk to honor the prove is in 2010 , now 2021 and still no hope !

It’s so beautiful, difficult but very interesting!

Too much of plane switches and too little of the main picture. This should not be a movie. This should be a lecture.

muito bom

3-manifolds line of inverse is point zeta function ζ(p) = 0

I have just 1 question, does anybody knows some audio from Perelman? I really want to hear his voice

I love his conclusion: from simple rules comes something complex (& beautiful), and that is not so obvious to us.

Professor Hubbard brought a gorgeous explication to the Mandelbrot set. Fractal scalar recursions appear with such ubiquity in the world’s imagery and visual exuberance, they are made even more interesting with some understanding of the discursive mathematics by which they happen. The Mandelbrot is a great complement of cosmic design when paired with the esthetics of the Fibonacci series. Borrowing Professor Hubbard’s eloquent homage to simplicity as the mother of complexity, I find the generative mathematics of the Golden Ratio, derived from Fibonacci’s {1, 1, 2, 3, 5, 8, 13 . . . } sequence of procursive approximation, a little more compelling, but equally gymnastic with Mandelbrot in the patterns of nature so endearing to H. sapiens. Here we are, 40,000 years on, still endlessly fascinated with seashells and shorelines, entranced with the beauty of spirals and riveted to the grace of symmetry, irregular or exact. Look there-over that dune, a pair of old friends, Fibonacci and Mandelbrot, strolling along the very beach where Newton looked for shiny pebbles, and where, a century and one-half later, Darwin gazed out, not on the spirals of shells, but on the oceans of eons that finally launched his own inklings. The random but meaningful, inanimate but eloquent, lines and shapes and dimensions of the world are just cause for pleasure and wonder, until we assign ciphers, or numbers, to them, paradoxically clarifying their relationships and our understanding of their function. They are even insinuated throughout our thinking, navigating and evolving, such that they allow us to reciprocally insinuate ourselves into fractals, meta-reflexively compounding our abstraction of nature through numbers by anthropomorphizing numbered abstraction for use as tools, art, conceptual aids and literary devices. We are semiotically harboring, anchoring and even launching our understanding of nature into the real-time, brick-and-mortar natural world. The world made us who we are and now we think we are the world. Our fate now is in our numbers, not in our stars, but in our understanding of stars. Go figure. And that is the sound of one recursion, branching in a spiral mirror. Who knew?

th-cam.com/video/SDItozBbG7w/w-d-xo.html

How About the Kahler Calibu Yau MANIFOLD with Skewed HERMITTIAN metric using RICCI NEGATIVE Scalar curvature on a UNIT DISK 2 SPHERES

The shark like most multicellular life is a torus. Ever since evolution discovered gastrulation.

This is great. Thank you.

'All 3-manifolds can be built using just 8 geometries, is a beautiful realization of Ramanujan's magic number 24=3x8, that led him to count all the photons in the whole universe(partition function) given to him by Goddess Namagiri [Vishnu's consort]). There is unity of Poincare's conjecture, Fermat's last theorem, geometrization theorem and modularity theorem. They all are perfectly expressed by Perelman's solution. Beautifully expressed/demonstrated by the speaker by the hyperbolic geometry. Perelman is a singular mind of modern science, like Ramanujan.

This chap sounds EXACTLY like the Incel Rebellion fella who ran down all those people in Toronto. Asperger's?