Algebraic quantum kk-theory
arXiv:1408.1639 · doi:10.1080/00927872.2018.1424877
Abstract
Let be an algebraic quantum group. We introduce an equivariant algebraic -theory for -module algebras. We study an adjointness theorem related with smash product and trivial action. We also discuss a duality property.
In this version we define a kk-theory for algebraic quantum groups, not only in the compact case as in the previous version. 21 pages