On the $p$-local stable cohomological rigidity of quasitoric manifolds

Date: 
2015/10/19 Mon 15:00 - 16:00
Room: 
Room 609, Building No.6
Speaker: 
Sho Hasui
Affiliation: 
Kyoto University
Abstract: 

In this talk we consider a $p$-local and stable version of the cohomological rigidity problem for quasitoric manifolds. We prove that if two quasitoric manifolds of dimension $\leq 2p^2-4$ have isomorphic cohomology rings, then they have the same $p$-local stable homotopy type.