3 problems

Let $\pi:X\to B$ be a symplectic manifold equipped with a Lagrangian torus fibration, with smooth locus $X_0\to B_0$, and let $X^{\vee}$ be a compactified SYZ mirror of $X$. For a…

Let $\pi_\mathcal{R}:M_\mathcal{R}\to B_\mathcal{R}$ be the symplectic fibration, let $p_\mathcal{R}:\mathcal{Y}_\mathcal{R}\to B_\mathcal{R}$ be the corresponding rigid analytic m…

Let $M=T^*Z$, let $Q\to Z$ be the path fibration, and let $\mathcal C$ be the dg algebra used to define the module category $\mathcal M=\operatorname{mod}(\mathcal C)$. For an exac…