10 citations · 29 across the 12 of their papers we have counts for
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math.AT2018
K-theory and formality
Jeffrey D. Carlson
We compute the equivariant K-theory with integer coefficients of an equivariantly formal isotropy action, subject to natural hypotheses which cover the three major classes of known…
math.AT2018★ 2 cited
The equivariant K-theory of a cohomogeneity-one action
Jeffrey D. Carlson
We compute the equivariant complex K-theory ring of a cohomogeneity-one action of a compact Lie group at the level of generators and relations and derive a characterization of K-th…
math.AT2018★ 2 cited
The equivariant cohomology ring of a cohomogeneity-one action
Jeffrey D. Carlson, Oliver Goertsches, Chen He +1
We compute the rational Borel equivariant cohomology ring of a cohomogeneity-one action of a compact Lie group.