Clover May

collaborators

2 papers

math.AT2021

Genuine-commutative ring structure on rational equivariant $K$ -theory for finite abelian groups

Anna Marie Bohmann, Christy Hazel, Jocelyne Ishak +2

In this paper, we build on the work from our previous paper (arXiv:2002.01556) to show that periodic rational $G$ -equivariant topological $K$ -theory has a unique genuine-commutativ…

math.AT2018

A structure theorem for $R O (C_{2})$ -graded Bredon cohomology

Clover May

Let $C_{2}$ be the cyclic group of order two. We present a structure theorem for the $R O (C_{2})$ -graded Bredon cohomology of $C_{2}$ -spaces using coefficients in the constant Mackey func…

Genuine-commutative ring structure on rational equivariant K-theory for finite abelian groups

A structure theorem for RO(C2​)-graded Bredon cohomology

Genuine-commutative ring structure on rational equivariant $K$ -theory for finite abelian groups

A structure theorem for $R O (C_{2})$ -graded Bredon cohomology