3 problems

Let $(S,h)$ be a general polarized K3 surface of genus $16$, let $S'$ be its unique nontrivial Fourier–Mukai partner, and let $V_{10}$ and $V_{10}'$ be the rank $10$ vector spaces…

Let $Y\subset\operatorname{Gr}(3,V_{10})$ be a very general hyperplane section, and let $\mathsf{A}$ be the K3 category in … where the $E_i$ are exceptional objects. Noncommutative…

Isotropicity conjecture. The five vector spaces of dimension $2$ canonically defined in the relevant construction are maximal isotropic subspaces for the symplectic form on…