2 problems

Matching

Excision for periodic dual Hopf cyclic homology of comodule algebras
Let $B$ be a Hopf algebra with an invertible antipode and let $X$ be a stable anti-Yetter–Drinfeld module. Let … be a sequence of $B$ -comodule algebras such that both $J$ and $A$ a…
opencomodule-algebras excision hopf-cyclic-homology
03
The lifting conjecture for exact equivariant Morita classes
Lifting conjecture. The set $X$ is a complete set of exact $H$ -equivariant Morita equivalence class representatives.
opencomodule-algebras hopf-algebras morita-equivalence
08

Excision for periodic dual Hopf cyclic homology of comodule algebras