Monthly Archives: April 2011

Polymath3 (PHC6): The Polynomial Hirsch Conjecture – A Topological Approach

Posted on April 13, 2011 by Gil Kalai

This is a new polymath3 research thread. Our aim is to tackle the polynomial Hirsch conjecture which asserts that there is a polynomial upper bound for the diameter of graphs of -dimensional polytopes with facets. Our research so far was … Continue reading →

Posted in Convex polytopes, Geometry, Polymath3 | Tagged Hirsch conjecture, Polymath3, Topological combinatorics | 37 Comments

	Gil Kalai on How the g-Conjecture Came…
	Gil Kalai on (Eran Nevo) The g-Conjecture…
	JSE on Duncan Dauvergne and Bálint Vi…
	Dubcan Dauvergne and… on Ziegler´s Lecture on the …
	Dubcan Dauvergne and… on A Discrepancy Problem for Plan…
	Dubcan Dauvergne and… on Annotating Kimmo Eriksson…
	Dubcan Dauvergne and… on Happy Birthday Richard St…
	The beginnings of Sh… on Telling a Simple Polytope From…
	Vincent on Zur Luria on the n-Queens…
	Gil Kalai on Zur Luria on the n-Queens…
	Vincent on Zur Luria on the n-Queens…
	Blog post on new bou… on Zur Luria on the n-Queens…

Monthly Archives: April 2011

Polymath3 (PHC6): The Polynomial Hirsch Conjecture – A Topological Approach

Recent Comments

Recent Posts

Top Posts & Pages

RSS

Categories

Blogroll

Archives