2 problems

Let $W$ be the completion of a Liouville domain, and let $\overline{\operatorname{Cont}}_{0,c}(W\times S^1)$ be the $C^0$-completion of the identity component of the group of compa…

Let $(M,xi)$ be a closed contact manifold and let $\mathrm{Cont}_0(M)$ denote the identity component of its contactomorphism group. Write $\llcurly$ for the chronological relation…