Monthly Archives: September 2010

Polymath 3: Polynomial Hirsch Conjecture

Posted on September 29, 2010 by Gil Kalai

I would like to start here a research thread of the long-promised Polymath3 on the polynomial Hirsch conjecture. I propose to try to solve the following purely combinatorial problem. Consider t disjoint families of subsets of {1,2,…,n}, . Suppose that … Continue reading →

Posted in Convex polytopes, Open discussion, Open problems, Polymath3 | Tagged Hirsch conjecture, Polymath3 | 120 Comments

	Joseph Malkevitch on Ricky and Branko
	Ricky and Branko \| C… on How the g-Conjecture Came…
	Ricky and Branko \| C… on Budapest, Seattle, New Ha…
	Ricky and Branko \| C… on Coloring Simple Polytopes and…
	Ricky and Branko \| C… on The World of Michael Burt: Whe…
	Ricky and Branko \| C… on My Copy of Branko Grünbaum…
	Ricky and Branko \| C… on Academic Degrees and Sex
	Ricky and Branko \| C… on Many triangulated three-sphere…
	Ricky and Branko \| C… on A Discrepancy Problem for Plan…
	VVN Rao on The Quantum Debate is Over! (a…
	Gil Kalai on Telling a Simple Polytope From…
	Gil Kalai on The Quantum Debate is Over! (a…

Monthly Archives: September 2010

Polymath 3: Polynomial Hirsch Conjecture

Recent Comments

Recent Posts

Top Posts & Pages

RSS

Categories

Blogroll

Archives