Huai-Liang Zhao

most citedA characterization of Gorenstein toric Fano

n

-folds with index

n

and Fujita's conjecture

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2014

A characterization of Gorenstein toric Del Pezzo $n$ -folds

Shoetsu Ogata, Huai-Liang Zhao

We give a characterizaion of Gorenstein toric Fano $n$ -folds with index $n - 1$ , which is called Gorenstein toric Del Pezzo $n$ -folds, among toric varieties. In practice, we obtain a…

math.AG2014★ 2 cited

A characterization of Gorenstein toric Fano $n$ -folds with index $n$ and Fujita's conjecture

Shoetsu Ogata, Huai-Liang Zhao

We give a characterization of Gorenstein toric Fano varieties of dimension $n$ with index $n$ among toric varieties. As an application, we give a strong version of Fujita's freenes…

A characterization of Gorenstein toric Del Pezzo n-folds

A characterization of Gorenstein toric Fano n-folds with index n and Fujita's conjecture

A characterization of Gorenstein toric Del Pezzo $n$ -folds

A characterization of Gorenstein toric Fano $n$ -folds with index $n$ and Fujita's conjecture