The Extraordinary Theorems of John Nash - with Cédric Villani
The Royal Institution The Royal Institution
1.51M subscribers
722,112 views
0

 Published On Nov 2, 2016

Fields medal winner Cédric Villani takes us through the very special world of mathematical creation of John Nash, who founded several new chapters of game theory and geometric analysis in just a few revolutionary contributions that seemed to come from nowhere.
Subscribe for regular science videos: http://bit.ly/RiSubscRibe

Buy Cedri's book "Birth of a Theorem" - https://geni.us/TSmMEvZ

On 23 May 2015, John Forbes Nash tragically died in a taxi accident, just after receiving the most prestigious award that a mathematician can dream of, the Abel Prize. This tragic episode was the last event in a life which was so full of amazing events that Nash became an icon of human genius, recipient of the Nobel Prize and hero of a Hollywood movie looking at his life marked by mental illness.

But most of all, Nash was a prophet who founded several new chapters of game theory and geometric analysis in just a few revolutionary contributions that seemed to come from nowhere. Fields medal winner, Cédric Villani takes us through this very special world of mathematical creation.

Cédric Villani is a French mathematician who works primarily on partial differential equations, Riemannian geometry and mathematical physics. He was awarded the prestigious Fields Medal in 2010 – an award often viewed as the highest honour a mathematician can receive.

He is a member of the Science and Technology Advisory Council and DIrector of the Institut Henri Poincaré.

The Ri is on Twitter:   / ri_science  
and Facebook:   / royalinstitution  
and Tumblr:   / ri-science  
Our editorial policy: http://www.rigb.org/home/editorial-po...
Subscribe for the latest science videos: http://bit.ly/RiNewsletter

Product links on this page may be affiliate links which means it won't cost you any extra but we may earn a small commission if you decide to purchase through the link.

show more

Share/Embed