Steenrod’s problem and weighted polyhedral products

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Tse Leung So, University of Western Ontario

Online Talk

Motivated by the realization problem of exterior algebras with weighted multiplication, we construct a weighted version of polyhedral products and compute their cohomology in some special cases. Further we prove that these weighted polyhedral products satisfy homotopy properties like original polyhedral products and compute their cohomology in special cases.

 

This is joint work with Donald Stanley and Stephen Theriault.