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Equivariant $K$-theory of cellular toric bundles and related spaces

Published 9 Sep 2024 in math.KT, math.AG, and math.AT | (2409.05719v3)

Abstract: In this article we describe the equivariant and ordinary topological $K$-ring of a toric bundle with fiber a $T$-{\it cellular} toric variety. This generalizes the results in \cite{su} on $K$-theory of smooth projective toric bundles. We apply our results to describe the equivariant topological $K$-ring of a toroidal horospherical embedding.

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Authors (1)

  1. V. Uma 

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