38 citations · 184 across the 22 of their papers we have counts for
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math.SG2006
The K-theory of abelian symplectic quotients
Megumi Harada, Gregory D. Landweber
Let T be a compact torus and (M,ω) a Hamiltonian T-space. In a previous paper, the authors showed that the T-equivariant K-theory of the manifold M surjects onto the ordinary integ…
math.SG2006★ 3 cited
The K-theory of abelian versus nonabelian symplectic quotients
Megumi Harada, Gregory D. Landweber
We compare the K-theories of symplectic quotients with respect to a compact connected Lie group and with respect to its maximal torus, and in particular we give a method for comput…
math.SG2005★ 3 cited
Surjectivity for Hamiltonian G-spaces in K-theory
Megumi Harada, Gregory D. Landweber
Let G be a compact connected Lie group, and (M,ω) a Hamiltonian G-space with proper moment map μ. We give a surjectivity result which expresses the K-theory of the symplectic quoti…