2 problems

Let $X$ be a quasi-Fano variety with a simple normal crossings anticanonical divisor $D$, and suppose that $X$ admits a semi-stable degeneration into $X_1\cup_{D_0}X_2$. The mirror…

Let $X$ be a Kähler manifold and let $D=\sum D_i$ be a reduced simple normal crossings divisor such that every intersection $D_{i_0}\cap\cdots\cap D_{i_p}$ is irreducible. Let … be…