6 problems

Let $D^{\perp}\simeq\mathbf{D}_{2m}$ with $m\geq 2$, let $1\leq l\leq m-1$, and let $\mathcal{P}$ be the power set of $\{1,\cdots,l\}$. For each…

Let $\beta$ be a curve class, let $(S,E)$ be general with respect to $\beta$, and let $P,P'\in E(\beta)$ be $\beta$-primitive points. Primitive-point independence conjecture. … Thi…

Let $(S,E)$ be a rational log Calabi-Yau surface with smooth divisor and let $\beta\in\operatorname{H}_2(S,\mathbb{Z})$. For $P\in E(\beta)$, let $m^P_\beta$ denote the log BPS num…

Let $B$ be the base of the log Calabi–Yau surface, and let $\beta\in\operatorname{NE}(Y)$. Let $\gamma$ be a broken line in $B$ for the canonical scattering diagram, and choose a n…

Let $U=Y\setminus D$ and let $X$ be the mirror fiber of the constructed family over $s=\exp(2\pi i(\mathbf B+i\omega))$. Symplectic-cohomology mirror conjecture. There is an isomor…

Let $Y$ be a smooth projective surface, let $D$ be an anticanonical divisor supporting an ample divisor, let $R=\Bbbk[\operatorname{NE}(Y)]$, and let…