3 problems

Let $(\mathcal{M},Q)$ be a finite-dimensional dg manifold. A Duflo–Kontsevich-type theorem is an analogue for $(\mathcal{M},Q)$ of the Duflo–Kontsevich theorem, which identifies Ho…

Let $(L,A)$ be a Lie pair over $\mathbb{R}$, and let $(\mathscr{L},\mathscr{A})$ be a pair of simply source-connected local Lie groupoids integrating it, with $\mathscr{A}$ a close…

Let $(L,A)$ be a pair of Lie algebroids over $\mathbb{R}$. The associated Kapranov dg-manifold is constructed from the pair $(L,A)$ and has an underlying graded space determined by…