2 problems

Let $(N,M,\alpha,\beta,\Gamma,\mu,T_L,T_R)$ be an adapted measured quantum groupoid, meaning a measured quantum groupoid with the stated adaptedness property, and suppose that $M$…

Let $(N,M,\alpha,\beta,\Gamma,\mu,T_L,T_R)$ be a measured quantum groupoid, and suppose that $M$ is commutative. Let $G$ denote a locally compact groupoid, with unit space…