Peng Zhou

collaborators

2 papers

math.AG2026

Homological Mirror Symmetry for Conic Bundle

Bohan Fang, Yuze Sun, Peng Zhou

We study the homological mirror symmetry statement where A-side is the conic bundle Hori--Vafa mirror $Y = {uv = f (z)} \subset C^{2} \times (C^{*})^{n}$ …

math.AG2025

GKZ discriminant and Multiplicities

Jesse Huang, Peng Zhou

Let $T=(\C^*)^k$ act on $V=\C^N$ faithfully and preserving the volume form, i.e. $(\C^*)^k \into \text{SL}(V)$. On the B-side, we have toric stacks $Z_{W}$ (see Eq. \ref{eq:ZW})label…