Equivariant -theory for non-Hausdorff groupoids
arXiv:1912.06965 · doi:10.1016/j.geomphys.2020.103709
Abstract
We give a detailed and unified survey of equivariant -theory over locally compact, second countable, locally Hausdorff groupoids. We indicate precisely how the "classical" proofs relating to the Kasparov product can be used almost word-for-word in this setting, and give proofs for several results which do not currently appear in the literature.
28 pages, comments welcome