Jingyu Zhao

collaborators

2 papers

math.SG2019

The $Z / p Z$ -equivariant product-isomorphism in fixed point Floer cohomology

Egor Shelukhin, Jingyu Zhao

Let $p \geq 2$ be a prime, and $F_{p}$ be the field with $p$ elements. Extending a result of Seidel for $p = 2,$ we construct an isomorphism between the Floer cohomology of an…

math.SG2018

Bulk-deformed potentials for toric Fano surfaces, wall-crossing and period

Hansol Hong, Yu-Shen Lin, Jingyu Zhao

We provide an inductive algorithm to compute the bulk-deformed potentials for toric Fano surfaces via wall-crossing techniques and a tropical-holomorphic correspondence theorem for…

The Z/pZ-equivariant product-isomorphism in fixed point Floer cohomology

Bulk-deformed potentials for toric Fano surfaces, wall-crossing and period

The $Z / p Z$ -equivariant product-isomorphism in fixed point Floer cohomology