2 problems

Let $T$ be a torus and let $\leq i\leq \dim T$. For each subtorus $\tau\subset T$, let $\mathcal{A}_\tau$ denote the corresponding summand of the module $\mathcal{A}$, and set … Le…

Symplectic singularities conjecture. For all $(V,G)$, the modified complex symplectic quotient has symplectic singularities and is graded Gorenstein.