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$p$-local stable cohomological rigidity of quasitoric manifolds

Published 11 May 2016 in math.AT | (1605.03522v1)

Abstract: It is proved that if two quasitoric manifolds of dimension $\le 2p2-4$ for a prime $p$ have isomorphic cohomology rings, then they have the same $p$-local stable homotopy type.

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Authors (2)

  1. Sho Hasui 
  2. Daisuke Kishimoto 

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