论文标题
Syz镜面对称性的最新进展，用于某些非紧凑型calabi-yau表面
Recent progress on SYZ mirror symmetry for some non-compact Calabi-Yau surfaces
论文作者
论文摘要
我们调查了作者最近的作品，与A. Jacob的联合作品，在Strominger-yau-Zaslow镜子对称性上，用于理性椭圆表面和Del Pezzo表面。 We discuss some applications, including the Torelli theorem for $ALH^*$ gravitational instantons and explain how our results can be used to prove that all $ALH^*$ gravitational instantons can be compactified to a weak del Pezzo surface, recovering a recent result of Hein-Sun-Viaclovsky-Zhang.
We survey the authors recent works, joint with A. Jacob, on Strominger-Yau-Zaslow mirror symmetry for rational elliptic surfaces and del Pezzo surfaces. We discuss some applications, including the Torelli theorem for $ALH^*$ gravitational instantons and explain how our results can be used to prove that all $ALH^*$ gravitational instantons can be compactified to a weak del Pezzo surface, recovering a recent result of Hein-Sun-Viaclovsky-Zhang.
