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math.AT2021
Bundles over Connected Sums
Lisa C Jeffrey, Paul Selick
A principal bundle over the connected sum of two manifolds need not be diffeomorphic or even homotopy equivalent to a non-trivial connected sum of manifolds. We show however that t…
math.AT2010★ 2 cited
The module structure of the equivariant K-theory of the based loop group of SU(2)
Megumi Harada, Lisa C. Jeffrey, Paul Selick
Let and let denote the space of based loops in SU(2). We explicitly compute the -module structure of the topological equivariant -theory and in…
math.AT2009★ 4 cited
The space of commuting n-tuples in SU(2)
Thomas Baird, Lisa Jeffrey, Paul Selick
Let Y = Hom(Z^n, SU(2)) denote the space of commuting n-tuples in SU(2). We determine the homotopy type of the suspension of Y and compute the integral cohomology groups of Y for a…