This remarkable mathematician, always with the same eccentric look and heavy French accent, now became a member of the French parliament! Awesome to have a mathematician in politics, a new wave.
Dougaldinho Fishdinho not complety true: an application of math: deterministic formules following a normal distribution. Read about the warning from academia at the time and how for ex Fractal coulf have avoid it.
God I wish this guy had more lectures. His voice, to a middle-of-the-road american English speaker such as myself, is so very well adapted to getting both the technical AND aesthetic nuances across, to me at least, that I could listen all day to stuff I don't even begin to understand, and still enjoy it immensely... :-)
This talk was amazing. The first 12 minutes make you realize by yourself the following minutes of the video and Cédric keeps up giving us more and more. Amazing explanation. Glad I could watch it on RUclips.
Un scientifique, un très grand savant ! On ne se lasse pas de l’écouter et de voyager dans le monde merveilleux de la mathématique. Je n’ai jamais vu autant de qualités pédagogiques , toujours prêt à écouter et à expliquer. J’aurais tant voulu l’avoir comme prof ! Merci beaucoup pour le partage
Brilliant talk from Cedric, as always ! That was a moving tribute. I felt quite sad at the end of the presentation, hearing the circumstances of his death. Dying just after eventually gaining one of the highest acknowledgments, which he had been waiting for most of his life ... that's so dramatic ! A tribute movie could be very good, if only it really sticked to the real fact without over-dramatizing the thing.
It was visible later in a full room view. But it was probably a technical issue since it wasn't shown through the presentation software. Great lecture, nonetheless!
Stantiago - "oh...there is no excuse... blah...blah...." that is life good Sir. Buy yourself a bunch of straws and 'SUCK IT UP!" You might want to purchase stainless steel ones because you are going to need them FOR YOUR ONE SHOT AT THIS LIFE!
I love when non-native English speakers speak English more than well enough to be understood, but don't speak in quite the same way as native speakers. They say things in the most poetic and beautifully succinct ways. I also love when someone speaks English well and clearly but still has a really strong accent; there's something really satisfying about it.
His introduction has so much of literary beauty; I know he has quite high brow a literaric background but fairly unexpected; it is something mathematicians rarely have
I like how @ 41:49 he mentions conductor because a few years ago I was watching a completely unrelated video to math about a classical music awards ceremony in France and a pianist that I admire (Cyprien Katsaris) was getting an award. Well I spotted Dr. Villani in the the crowd. Of course I emailed the video to him for confirmation. He confirmed and laughed because I recognized him. Dr. Villani used to be a serious piano student when he was younger.
Merci Professeur Vilani pour cette superbe introduction dans l'esprit d'un mathématicien, de la beauté de la topologie, de l'analyse. Et pour avoir réussit à nous faire ressentir combien les maths sont aussi une science très humaine.
Thanks for a very interesting presentation. It's rather amazing that I or anyone else with a computer and Internet connection can "attend" presentations at the Royal Institution. It is unusual to see a presentation by a distinguished mathematician that intertwines mathematical information with a human story. Had you asked me yesterday, whether I thought that was a good idea, I would have said no, concentrate on the math. Having seen this presentation has fundamentally changed my mind.
I think my mother, who liked so much geometry, who saw the geometric representions of spaces at n dimentions she would be so pleased to studied John Nash's work... as much as stutied Galois' work! Thanks for this explnanations!
16:55 "Hyperbolic Crochet." In The Hitch-hikers Guide to the Galaxy, an entertaining 'Fiction' by the late Douglas Adams, R.I.P., there are some very large creatures. The width of their "Crochet Thread is standardised at one light year broad The Crochet hooks are five light years diameter by 200 light years length. These very large creatures only exist to make "Hyperbolic Crochet" and they do not understand the concept of "Large". to them everything is a normal size.
I think the video was very good, and well made too. the missing slides aren't that important, it is weird though that while he is frantically pushing his computer's buttons to illustrate something the video has his face in full. maybe a brainfart of a cameraman?
I guess the cameras were all in fixed positions, with none of them showing the projected screen. Edit: Nevermind, they show a shot later on that can see the screen. It really would have helped if that camera was used while he was demonstrating that part.
Very impressive description of how some mathematicians prove big theorems. Break the problem into smaller problems and seek the help of experts in different fields. Obviously that necessitates knowing a network of experts. If all mathematicians worked that way, there would be even more impressive results than there are. This is something every young mathematician should be told early on.
I loved the in depth explanation of partial differential equations as well as the different explanations of the formulas, and the geometry of visualizing the extra dimensions. I also loved that Nash did not like the movie since it got so many things wrong, but in a way math is like magic, mysterious and wonderful, as if peering through the mind of god or being able to communicate with the creator, yet at the same time being in awe and wonder as to how it is done.
JFN was asked about the film during a Q&A and he didn't criticize it. He just referred to fact that it had won Oscars etc. I suspect he was being diplomatic.
Good point about facing Mecca or any locale; one cannot simply use a straight line connecting one's current locarion with Mecca by using a flat map (usually a Mercator map), rather one must use the map's coordinate system of longitude and latitude to determine the true direction. Yet the length of the line pointing from one's current location to Mecca, even when Earth's coordinate system is duely implemented, may not represent the shortest distance to Mecca since the very opposite direction, a 180 degree turn, may accurately connect one's locale to Mecca along the shortest distance in the right direction, the direction similarly corrected for longitude and latitude coordinates. Calgary and Toronto (Canada) are almost equidistant to London England, but you'd be tempted to think that Calgary would be a couple thousand kilometers more distant while looking at the two Canadian cities in relation to London using a Mercator map, if not considering Earth's coordinates that suitably adjusts for the planet's sphericity. Similarly, the true shortest straight line distance between certain locations on Antarctic with Mecca will require the navigator plotting this to draw a line that actually runs off the side of a Mercator map to reappear on the other side of the map.
One thing I would point out is that there *are*, after a fashion, "particles" of temperature, namely phonons. The phononic field even serves as a good model of the higher-order fields to the degree that you can create phononic singularities that precisely model the predicted behaviour of gravitic singularities.
@@thatjj7290what do you mean? Cedric villani briefly mentions it close to the closing statements where he said that nash overcame a schizophrenia disorder that he was not even supposed to overcome in the first place.
Cédric Villani is brilliant. He looks like someone who loves adventures. In 18xx or 17xx he would be someone like DaVinci, Edison or some other great inventor, maybe on a ship on the ocean searching for something that has never been found by anyone. A very very intelligent person. Btw, during my research on game theory for so many years I had the vision/idea (because of your gemetry stuff) about a multidimensional cube with payoff-tables, changing its sides based on changing payoff scenarios. A fast rotating cube, always changing its side always searching for the best fitting strategy. Nash has always something to do with geometry I really don't know why his work is somewhat inspiring.
That surname + outfit combo tho.. Great presentation of maths but European directness and wry humor make the lecture for me. This channel is absolutely amazing
A5:59 The best atlas to globe model was envisioned and proved by Buckminster Fuller. Instead of showing Antarctica spreading across the bottom of a map, he has it and all the other continents accurately shown, by merely making the breaks in the flat map where the various oceans and seas are. Keeping his theme of 'dymaxion-everything', he dubs his atlas to globe invention his Dymaxion projection. :)
I don't know enough about the world of mathematicians to know who this gentleman is (to my loss, I'm sure), but I like him. He seems to have a nice since of humor, is earnest & engaging, & is passionate about math (always a good thing!) I had no problem understanding his French accent - it was quite pleasant, in fact. I'm not bothered by showing equations on the screen - apparently unlike most people [I don't REALLY believe that it's "death" to show equations in a book or at a talk, anyway.] So, I very much enjoyed his talk, and would like to know more about John Nash. I would like to see more talks by Mssr. Villani. tavi.
HELLO, CEDRIC, On contemplating your words, I thought. It's true my prior reference to transcendental numbers relies upon the smoothness or crooked edginess of their expansion. What is helpful is to study and analyze the Complete Mathematical Works of George Saliba. Also helpful is to study the Foundations of Geometry as understood by the Writings of Islam Abdou Abdou of Egypt. I encourage you in this. Cordially, Fields-Chern Prize Medalist and Nobel Laureate in Physiology ELYAS FRAENKEL ISAACS
Casual fans of math have benefitted so much from all the youtube content on math. I don't have the patience to read a book, or a paper on math, but I can get exposure to math via youtube.
Thank God they changed camera view at 37m49s. For moment I thought they were going to show him demonstrating that important unshown thing from one direction all the way through.
at first, i thought this guy is a freak, but then i started to listen and he's in fact good in talking. i am not a mathematician, so i can not judge on whether he's making any point, really, but it was nice to listen :)
It seems odd but it's actually a very natural generalization. You can get an interesting book in the subject from Dover: store.doverpublications.com/0486450015.html
I didn't know he had died so recently. Also didn't know it was in a car crash. Kind of wish that film about him had been made after his death. For the ending's sake. Like how many autobiographic films end like that?
morgengabe1 we had a dear friend, also mathematician, who knew Dr Nash well. when asked about the film he replied, "Who was that about?" He had seen it; but he felt it was almost entirely original fiction.
Embeded spaces, apart from its mathematical significance, can also be postulated in physics as the parallel spaces in 4D space-time whose isotrophy is transfigurated by the gravitational or magnetic fields.
Cédric Villani is one of the greatest mathematicians alive. He has solved several hugely important problems and has won the Fields medal (equivalent of Nobel in Math). He is actually very funny in person and has such a unique character. His appearance just like his character is unique.
It makes no sense to compare prizes which don't apply to the same field. Also bear in mind that the Fields medal is awarded to up to 4 mathematicians but they need to be under 40 years old. Two very very different prizes.
This remarkable mathematician, always with the same eccentric look and heavy French accent, now became a member of the French parliament! Awesome to have a mathematician in politics, a new wave.
in france not that much, les francais ils aiment quand meme les intellos depuis un bout
Greek times are coming back
Using mathematics to predict economic markets caused the 2008 banking collapse. It's far from ideal.
Dougaldinho Fishdinho not complety true: an application of math: deterministic formules following a normal distribution. Read about the warning from academia at the time and how for ex Fractal coulf have avoid it.
Jack T i wish never again... revolution is coming from using our brains and not violence. Evolution.
A beautiful lecture, communicating with kindness and humility, so much of the spirit of mathematics
Always great to have physics explained by a James Bond villain
you mean a James Bond Villani (see what I did there?)
@@Goryllo I know, it's like, could he be a little more subtle with his name there? Not too sly, "Villani"...
If Hollywood cast Villani to be a Bond villain i would buy a ticket for opening day.
Wouldn't it be great if the franchise casted a Fields medalist as the genius mathematician who cracked the nuclear code of the superpowers?
is mathematics, or mathematical physics at best.
God I wish this guy had more lectures. His voice, to a middle-of-the-road american English speaker such as myself, is so very well adapted to getting both the technical AND aesthetic nuances across, to me at least, that I could listen all day to stuff I don't even begin to understand, and still enjoy it immensely... :-)
This talk was amazing. The first 12 minutes make you realize by yourself the following minutes of the video and Cédric keeps up giving us more and more. Amazing explanation. Glad I could watch it on RUclips.
This is like a science lecture delivered by a magician.
Un scientifique, un très grand savant ! On ne se lasse pas de l’écouter et de voyager dans le monde merveilleux de la mathématique.
Je n’ai jamais vu autant de qualités pédagogiques , toujours prêt à écouter et à expliquer. J’aurais tant voulu l’avoir comme prof ! Merci beaucoup pour le partage
Brilliant talk from Cedric, as always !
That was a moving tribute. I felt quite sad at the end of the presentation, hearing the circumstances of his death. Dying just after eventually gaining one of the highest acknowledgments, which he had been waiting for most of his life ... that's so dramatic !
A tribute movie could be very good, if only it really sticked to the real fact without over-dramatizing the thing.
I mean Galois wrote down all his ideas on finite groups the night before his death, without ever gaining acknowledgments. But he changed the world.
"Here, let me show you an example." Camera: full frontal view. "See here how it changes..." Camera: better change to the left!
probably they didn't want to share the exact graphics with the internet
It was visible later in a full room view. But it was probably a technical issue since it wasn't shown through the presentation software. Great lecture, nonetheless!
They said the slides were given later after the talk, so they couldn't capture the graphics outside of his slides.
That's no excuse when they had footage of the screen themselves, as evidenced later.
Stantiago - "oh...there is no excuse... blah...blah...." that is life good Sir. Buy yourself a bunch of straws and 'SUCK IT UP!" You might want to purchase stainless steel ones because you are going to need them FOR YOUR ONE SHOT AT THIS LIFE!
I just adore his enthusiasm!
And also geometric flows and applications of diffusion equations to geometry, such a wonderful branch of maths!
You know you're talking with a Frenchman when analysis is being compared to fine cuisine...
Actually it's because the word in Japanese is the same "fine cuisine" and "analysis". 22:10
Yeah sure xD
May I know the Japanese word?
22:10 but I don't know the word
分析 高級料理
I love when non-native English speakers speak English more than well enough to be understood, but don't speak in quite the same way as native speakers. They say things in the most poetic and beautifully succinct ways.
I also love when someone speaks English well and clearly but still has a really strong accent; there's something really satisfying about it.
ME TOOOO!
Definitely, how he called instructions to make a hyperbolic crochet a "recipe" 👌
I was about to say he spoke most interestingly but very tiringly!
He lives more than a decades in USA and never loss his french accent... The power of math and science haha.
His tough as nail french accent*
Aside from being a genius, He's an excellent teacher...something really needed these days.
Cédric is a brilliant communicator.
His introduction has so much of literary beauty; I know he has quite high brow a literaric background but fairly unexpected; it is something mathematicians rarely have
I like how @ 41:49 he mentions conductor because a few years ago I was watching a completely unrelated video to math about a classical music awards ceremony in France and a pianist that I admire (Cyprien Katsaris) was getting an award. Well I spotted Dr. Villani in the the crowd. Of course I emailed the video to him for confirmation. He confirmed and laughed because I recognized him.
Dr. Villani used to be a serious piano student when he was younger.
Merci Professeur Vilani pour cette superbe introduction dans l'esprit d'un mathématicien, de la beauté de la topologie, de l'analyse. Et pour avoir réussit à nous faire ressentir combien les maths sont aussi une science très humaine.
What a delightful introduction to this most engaging speaker. I may have remembered more maths had I been taught by in such a way.
Thanks for a very interesting presentation. It's rather amazing that I or anyone else with a computer and Internet connection can "attend" presentations at the Royal Institution.
It is unusual to see a presentation by a distinguished mathematician that intertwines mathematical information with a human story. Had you asked me yesterday, whether I thought that was a good idea, I would have said no, concentrate on the math. Having seen this presentation has fundamentally changed my mind.
Probablement ne connaissez-vous pas Grothendieck
Cédric is a national treasure ! Brillant exposé
I think my mother, who liked so much geometry, who saw the geometric representions of spaces at n dimentions she would be so pleased to studied John Nash's work... as much as stutied Galois' work! Thanks for this explnanations!
16:55 "Hyperbolic Crochet." In The Hitch-hikers Guide to the Galaxy, an entertaining 'Fiction' by the late Douglas Adams, R.I.P., there are some very large creatures. The width of their "Crochet Thread is standardised at one light year broad The Crochet hooks are five light years diameter by 200 light years length. These very large creatures only exist to make "Hyperbolic Crochet" and they do not understand the concept of "Large". to them everything is a normal size.
Thank you Cédric for a fascinating and very illuminating lecture.
Amazing presentation about Nash achievements with simple words
Beautiful presentation.
Edgar Allan Pi
Fibonacci Paganini
Good one!
Incredibly interesting and intriguing speaker.
MPAH1981 Find some great videos of him on Numberphile, he's a very great guy.
Cool thanks I will check that out! He just has a tendency to lock you in and you hang on every word!
He's a French politician XD
Thank you Cédric and Royal Institution, from Argentina.
Everytime I watching the Cedric seminar I wish I become a mathematician...! He's a wizard!👌
Cédric Villani is a great mind and a great speaker. I wish we could heat more of him.
so well explained. That was a joy to experience! Thanks Cedric!
missing some slides about the heat equations. very frustrate. otherwise very good presentation! thank you to all who were involved!
Sorry if this affected your enjoyment of the video. When editing we put in all the slides given to us by the lecturer and don't leave any out!
I think the video was very good, and well made too. the missing slides aren't that important, it is weird though that while he is frantically pushing his computer's buttons to illustrate something the video has his face in full. maybe a brainfart of a cameraman?
I guess the cameras were all in fixed positions, with none of them showing the projected screen.
Edit: Nevermind, they show a shot later on that can see the screen. It really would have helped if that camera was used while he was demonstrating that part.
Agree, I also found it very frustrating to watch him watch his slides. Argghh!
True, but overall it was a really interesting lecture!
The missing slides at ~ 37:50 are very frustrating. :(
Yes, we have to rely on his description.
Very impressive description of how some mathematicians prove big theorems. Break the problem into smaller problems and seek the help of experts in different fields. Obviously that necessitates knowing a network of experts. If all mathematicians worked that way, there would be even more impressive results than there are. This is something every young mathematician should be told early on.
I feel like a microscopic being on a flat smooth toruus fractal, incapable of seeing the big picture..
Ah but your insight into your lack of insight is a profound thing, no?
Cinderella Yes, but still all I can see remains the flat surface.. :)
+TimmacTR and hence a straight line could even be a sphere .... oops General Relativity
that's funny because a fractal looks the same at small and large scale ;)
N Marbletoe Good point. In this case, there is no big picture.. ;)
Both mathematics and this lecture are a piece of art.
This was great! So fascinating and his accent is killer.
I loved the in depth explanation of partial differential equations as well as the different explanations of the formulas, and the geometry of visualizing the extra dimensions. I also loved that Nash did not like the movie since it got so many things wrong, but in a way math is like magic, mysterious and wonderful, as if peering through the mind of god or being able to communicate with the creator, yet at the same time being in awe and wonder as to how it is done.
dustin sc,, mathematics is great science,, nice work for you because you like mathematics
JFN was asked about the film during a Q&A and he didn't criticize it. He just referred to fact that it had won Oscars etc. I suspect he was being diplomatic.
This is some next level of mathematical exposition! 👏💯🧠
This is beautiful.. I have always loved John Nash. Who else noticed the large spider on his jacket?
Very interesting, informative, and worthwhile video. A must see for all interested in the history of mathematics.
Good point about facing Mecca or any locale; one cannot simply use a straight line connecting one's current locarion with Mecca by using a flat map (usually a Mercator map), rather one must use the map's coordinate system of longitude and latitude to determine the true direction. Yet the length of the line pointing from one's current location to Mecca, even when Earth's coordinate system is duely implemented, may not represent the shortest distance to Mecca since the very opposite direction, a 180 degree turn, may accurately connect one's locale to Mecca along the shortest distance in the right direction, the direction similarly corrected for longitude and latitude coordinates.
Calgary and Toronto (Canada) are almost equidistant to London England, but you'd be tempted to think that Calgary would be a couple thousand kilometers more distant while looking at the two Canadian cities in relation to London using a Mercator map, if not considering Earth's coordinates that suitably adjusts for the planet's sphericity. Similarly, the true shortest straight line distance between certain locations on Antarctic with Mecca will require the navigator plotting this to draw a line that actually runs off the side of a Mercator map to reappear on the other side of the map.
I love his lectures, he's brilliant.
One thing I would point out is that there *are*, after a fashion, "particles" of temperature, namely phonons. The phononic field even serves as a good model of the higher-order fields to the degree that you can create phononic singularities that precisely model the predicted behaviour of gravitic singularities.
Such a great lecture on great mathematician. Really not known to those fact, insightful and more respect.
Great lecture. Thank you. (also bravo to the many many many ads during playing this great lecture)
This guy is a great speaker.... i am not a mathematician yet i find this lecture so interesting....
I think his story of triumph over his schizophrenia is the most inspiring aspect of his achievements.
Where he said about that?? 🤔😀
@@thatjj7290what do you mean? Cedric villani briefly mentions it close to the closing statements where he said that nash overcame a schizophrenia disorder that he was not even supposed to overcome in the first place.
Cédric Villani is brilliant. He looks like someone who loves adventures. In 18xx or 17xx he would be someone like DaVinci, Edison or some other great inventor, maybe on a ship on the ocean searching for something that has never been found by anyone. A very very intelligent person. Btw, during my research on game theory for so many years I had the vision/idea (because of your gemetry stuff) about a multidimensional cube with payoff-tables, changing its sides based on changing payoff scenarios. A fast rotating cube, always changing its side always searching for the best fitting strategy. Nash has always something to do with geometry I really don't know why his work is somewhat inspiring.
@@lisareed5669 18xx and 17xx would be the 19th and 18th centuries, respectively. History, yes, but also general knowledge!
He made everyone work for him, yet he is the sole author of the paper. Great guy.
What a mind - to be so expertly conversant! What an enlightening video! thank you.
Every time this guy lost me, he brought me back. Great lecture
I am very happy to better understand Nash's achievements. Thank you
This is the first I'm learning about John Nash's death. So sad :'(
That surname + outfit combo tho.. Great presentation of maths but European directness and wry humor make the lecture for me. This channel is absolutely amazing
"What are you wearing tonight?"
"Oh I don't know, probably a tux with a big-ass spider as a measure of good taste"
Right? What a character. He somehow pulled it off too lol.
"Again? You wore last weekend at the pool party."
Used to sit next to him frequently at Princeton. Now I have his disease, it's contagious lol.
Awesome
A5:59 The best atlas to globe model was envisioned and proved by Buckminster Fuller. Instead of showing Antarctica spreading across the bottom of a map, he has it and all the other continents accurately shown, by merely making the breaks in the flat map where the various oceans and seas are. Keeping his theme of 'dymaxion-everything', he dubs his atlas to globe invention his Dymaxion projection. :)
I don't know enough about the world of mathematicians to know who this gentleman is (to my loss, I'm sure), but I like him. He seems to have a nice since of humor, is earnest & engaging, & is passionate about math (always a good thing!) I had no problem understanding his French accent - it was quite pleasant, in fact. I'm not bothered by showing equations on the screen - apparently unlike most people [I don't REALLY believe that it's "death" to show equations in a book or at a talk, anyway.] So, I very much enjoyed his talk, and would like to know more about John Nash. I would like to see more talks by Mssr. Villani. tavi.
His name is Cédric Villani.
Very Good, easy explanation for something complicated. Congrats.
This is the sort of talk which makes me wish I had payed more attention in maths at school
Just pay attention to the smorgasboard of maths on Wikipedia ;)
Payed
What a great talk.....just great.
HELLO, CEDRIC,
On contemplating your words, I thought. It's true my prior reference to transcendental numbers relies upon the smoothness or crooked edginess of their expansion. What is helpful is to study and analyze the Complete Mathematical Works of George Saliba. Also helpful is to study the Foundations of Geometry as understood by the Writings of Islam Abdou Abdou of Egypt. I encourage you in this.
Cordially,
Fields-Chern Prize Medalist and Nobel Laureate in Physiology ELYAS FRAENKEL ISAACS
Amazingly good presenter / science communicator
This guy looks like if John Wick had a PHD in mathematics
it's PhD not PHD
@@AE-cc1yl boooooooooo :-)
@@AE-cc1yl 🤣
heat conduction slides are not shown in the video. insane video editing!
Yes, "A Beautiful Mind" (both book and movie) really did a disservice to the subject.
Casual fans of math have benefitted so much from all the youtube content on math. I don't have the patience to read a book, or a paper on math, but I can get exposure to math via youtube.
One of the best lecture I have ever heard
This is one of the best talks I've ever seen!
Nice to know the life style of nash and his greatness
The presenter is very good & feel like living the moment.
37:04 the cameran now expects us to picture the graph of the temp on his face. Nice cinematography... Very creative.
brilliant talk !!!
I like his presentation.
The idea of the Earth being a sphere is a remarkable hypothesis. I heard about it before
One of my favorite You Tube videos of all time.
Great presentation , really gave me some food for thought and introduced me to some intresting type of math
A Beautiful Mind ..... awsome information, for me any way. Great Talk. 👏 👏
Thanks to all of you who make nice with well-meaning comments. A better world.
I needed this math lecture.
What a brilliant man!
why is he dressed as a magician? he should call himself: THE GREAT Villani!
RAUL FERNANDEZ he IS a magician. mathematics duh... ha
He is dressed as a Dandy, not a Magician.
Damn!! you didn't get past the suit? ( sigh! ) Wisdom is wasted on the ears of
Mathemagician, as they are known around these parts.
RAUL FERNANDEZ hahahaha
Brilliant talk thanks Cedric
Wow this puts the movie into perspective. Great lecture.
A gem of a lecturer
Great presentation.
Thank God they changed camera view at 37m49s. For moment I thought they were going to show him demonstrating that important unshown thing from one direction all the way through.
at first, i thought this guy is a freak, but then i started to listen and he's in fact good in talking. i am not a mathematician, so i can not judge on whether he's making any point, really, but it was nice to listen :)
Oh, you have fractional derivatives... WAIT WHAT!?
this is my reaction too lol
wow, classic RUclips
It seems odd but it's actually a very natural generalization. You can get an interesting book in the subject from Dover: store.doverpublications.com/0486450015.html
If you don't want to read book of fractional derivatives, you can watch this:
ruclips.net/video/gaAhCTDc6oA/видео.html
I never understood fractional dimensions ala Mandlebrodt, so I expect fractional derivatives are also beyond me.
I didn't know he had died so recently. Also didn't know it was in a car crash.
Kind of wish that film about him had been made after his death. For the ending's sake. Like how many autobiographic films end like that?
morgengabe1 where have you heard this
osemudiame123 This video.
Zero autobiographical films end with accidental automobile deaths.
morgengabe1 we had a dear friend, also mathematician, who knew Dr Nash well. when asked about the film he replied, "Who was that about?" He had seen it; but he felt it was almost entirely original fiction.
Reckless Roges
Forgive my choice of words, lol. I don't think I was entirely sober the first time I watched this.
Embeded spaces, apart from its mathematical significance, can also be postulated in physics as the parallel spaces in 4D space-time whose isotrophy is transfigurated by the gravitational or magnetic fields.
I like how his desktop look, always thought these famous souls organized their desktop beautifully.
wow.........what a great presentation..........thank you!!!!!!!
This guy cracks me up. 5/7 perfect outfit. That spider though lol
Spiders are early geometricians on 2 dimension Riemann Space.
5:10 "The Earth is not flat"
How dare you sir!
Which century is this lad from?
Clearly playing homage to the venue :)
The Renaissance.
Century? You mean timeline. Steampunk is no century.
Clearly he's from a Tim Burton film.
Cédric Villani is one of the greatest mathematicians alive. He has solved several hugely important problems and has won the Fields medal (equivalent of Nobel in Math). He is actually very funny in person and has such a unique character. His appearance just like his character is unique.
I just love this guy!
The Fields Medal Winner is harder than Nobel Prize of Mathematics (awarded only every 4 years). Congratulations, Monsieur Villani.
It makes no sense to compare prizes which don't apply to the same field. Also bear in mind that the Fields medal is awarded to up to 4 mathematicians but they need to be under 40 years old. Two very very different prizes.
There's no Nobel prize in Math, so that's harder to get than the Fields because it is impossible.
Very interesting, entertaining and inspiring. The outfit worn by the speaker is really peculiar as well.
Great lecture and storytelling!
wow, great presentation and fascinating history