3 problems

Let $G$ be a compact group. The equivariant Kasparov theory $KK^G$ is said to be very special when it has the special properties defined in the surrounding discussion. Compact-grou…

Countable stratification conjecture. The category $\Cell{G}$ is countably stratified for every finite group $G$.

Countability and continuity conjecture. For every finite groupoid $H$ and finite-dimensional commutative $H$-algebra $A$, $KK^H(A,B)$ is countable for all $B\in KK^H$ and commutes…