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The HODGE CONJECTURE 1 Statement We Recall that a Pseudo    Claymath  Form

The HODGE CONJECTURE 1 Statement We Recall that a Pseudo Claymath Form

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Instructions and help about the hodge conjecture

Welcome to the second session on combinatorics as usual here we shall have two lectures in the first part and then a break of 30 minutes followed by another lecture we have got a terrific lineup of speakers we should be in for a treat our first lecturer is a brilliant young korean-american mathematician joon-ha he's a clay fellow at the IES the Institute for Advanced Study in Princeton and also at Princeton University he is working on applications of algebraic geometry to combinatorics and has ruled a number of great results although he got his PhD only in 2014 he has already published 14 great papers and another substantial paper on applications of theory to combinatorial geometries is about to appear in the annals of mathematics ladies and gentlemen please welcome Jun who joon-ha delivered his liked lecture it is a great pleasure and an honor to be able to speak here thank you for the invitation and thank you for coming so today I will talk about combinatorial applications of the hot


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