???? Jules Henri POINCARÉ: The GENIUS Universalist Mathematician master of the MILLENNIUM PROBLEM, the 3-BODY Problem, CELESTIAL MECHANICS, CHAOS and Albert Einstein's RELATIVITY ???? 0:00 Introduction, Who was Henri POINCARÉ? 1:54 Biography of Henri POINCARÉ 7:50 Contributions of Henri POINCARÉ to Mathematics 11:18 The POINCARÉ Conjecture, the MILLENNIUM Problem 15:06 POINCARÉ the MASTER and LORD of CHAOS 18:00 POINCARÉ the IDOL of EINSTEIN and Special Relativity 20:44 Curiosities of Henri POINCARÉ ???? Complete Calculus COURSE HARVARD Level • Harvard Level Calculus 01.- Functions ... More videos that will HELP you ???????? https://www.youtube.com/c/MathRocks?s... ???? JOIN the CHANNEL discover 720 videos and 19 EXCLUSIVE complete COURSES / @mathrocks Jules Henri Poincaré (French pronunciation: /ˈʒyl ɑ̃ˈʁi pwɛ̃nkaˈʁe/) (Nancy, France, 29 April 1854 – Paris, 17 July 1912),1 generally known as Henri Poincaré, was a prestigious polymath: mathematician, physicist, theoretical scientist and philosopher of science, cousin of the President of France Raymond Poincaré. Poincaré is often described as the last universalist capable of understanding and contributing to all fields of the mathematical discipline. In 1894, he established the fundamental group of a topological space. At the same time, Henri was preparing his doctorate in mathematical sciences under the supervision of Charles Hermite. His doctoral thesis dealt with the field of differential equations. Poincaré developed a new method for studying the properties of these equations. Not only did he tackle the problem of determining the integral of these equations, but he was the first person to study their geometric properties. On the other hand, he realized that such geometric properties could be used to model the behavior of various freely moving bodies in the solar system. Poincaré earned his doctorate from the University of Paris in 1879. Poincaré's working habits have been compared to those of a bee flying from flower to flower. Poincaré was keenly interested in the way his mind worked, which led him to study its habits and to give a talk on his observations before the Institute of General Psychology in Paris in 1908. There he presented what he believed to be a relationship between his way of thinking and his major contributions. The mathematician Darboux referred to him as an intuitif ("intuitive"), arguing that this was demonstrated by the fact that Poincaré frequently worked by visual representation. The Frenchman was not concerned with rigor, and had an aversion to logic. He believed that logic was not a way of developing ideas but a way of structuring them, and thus he held that logic limited ideas. ► COMPLETE COURSES on MATHEMATICS / mathrocks #poincaré #problemasdelmilenio #historia ???? FOLLOW ME on IG ►► themathrocks