5 problems

Isomorphism conjecture. The map $\varphi$ is an isomorphism of Poisson vertex algebras.

The holomorphic-topological Poisson sigma model has transverse Dirichlet and Neumann boundary conditions. The Neumann boundary algebra quantizes the starting Poisson vertex algebra…

Let $A^{\psi+1}(\mathfrak{sl}_n)$ be the deformable family with affine factors at levels $\psi+1$ and $\phi$ satisfying $1/(\psi+1)+1/\phi=1$, let $P^+$ be the dominant weights, le…

Let $A=\mathbb{C}[D]L\oplus\mathbb{C}[D]W_1\oplus\cdots\oplus\mathbb{C}[D]W_{\ell-1}\oplus\mathbb{C}C$ be a $\mathbb{C}[D]$-module with $DC=0$. Endow $S(A)$ with a Poisson…

Let a non-quasiconstant coefficient Poisson $\lambda$-bracket on $\widetilde{\mathcal{R}}_1$ have odd order $N$ and level $m$, where the level is defined by…