3 problems

Let $X:=Q_0\cap Q_1\subset\mathbb{P}^{2g+1}$ be the intersection of two smooth quadric hypersurfaces with its canonical monotone symplectic form, and let $\mathcal{M}_X$ be the mod…

Let $X$ be the universal mirror to log Calabi–Yau surfaces, and let $\operatorname{Bir}_e(\mathbb{P}^2,\Omega)$ be the subgroup of the volume-preserving Cremona group generated by…

Let $F$ be the Milnor fibre, let $\rho_s\in\pi_0(\operatorname{Symp}(F,\partial F,\omega))$ be its symplectic monodromy, let $D_{P_{\Lambda}(t)}$ be the associated family of operat…