5 problems

Cohen–Jones BV algebra conjecture. The identification $F$ is an isomorphism of BV algebras.

Let $\mathcal{R}$ be a simple eigenray diagram, let $M_{\mathcal{R}}$ be the associated symplectic manifold, and let $\mathcal{Y}_{\mathcal{R}}$ be its proposed non-Archimedean mir…

Let $k$ be a field and $G$ a finite group. Write $\mathcal{D}^*(kG,kG)$ for the Tate-Hochschild cochain complex and $\widehat{C}^*(G,k)$ for the Tate cochain complex. A…

Let $G$ be a path-connected compact Lie group of dimension $d$, let $BG$ be its classifying space, and let $S^*(BG)$ denote the singular cochain algebra. Let…

Let $G$ be a topological group and let $S_*(G)$ be the normalized singular-chain algebra. The source's theorem assumes that $G$ is discrete or path-connected and, when relevant, th…