Zongrui Yang

most citedConstructing the LG/CY isomorphism between

t t^{*}

geometries

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.AG2022★ 1 cited

Constructing the LG/CY isomorphism between $t t^{*}$ geometries

Huijun Fan, Tian Lan, Zongrui Yang

For a nondegenerate homogeneous polynomial $f \in C [z_{0}, \dots, z_{n + 1}]$ with degree $n + 2$ , we can obtain a $t t^{*}$ structure from the Landau-Ginzburg model $(\C^{n+2}, f)$…

math.AG2022

Gamma conjecture I for blowing up $P^{n}$ along $P^{r}$

Zongrui Yang

Consider the Fano manifold $X$ formed by blowing up $P^{n}$ along its linear subspace $P^{r}$ , we check the conifold conditions [3, 1] for its mirror Laurent polynomi…

math.AG2020

LG/CY correspondence between $t t^{*}$ geometries

Huijun Fan, Tian Lan, Zongrui Yang

The concept of $t t^{*}$ geometric structure was introduced by physicists (see \cite{CV1, BCOV} and references therein) , and then studied firstly in mathematics by C. Hertling \cite{…

Constructing the LG/CY isomorphism between tt∗ geometries

Gamma conjecture I for blowing up Pn along Pr

LG/CY correspondence between tt∗ geometries

Constructing the LG/CY isomorphism between $t t^{*}$ geometries

Gamma conjecture I for blowing up $P^{n}$ along $P^{r}$

LG/CY correspondence between $t t^{*}$ geometries