King-Leung Lee

most citedAsymptotic Chow stability of toric Del Pezzo surfaces

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

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math.AG2024

On the blow-up formula of the Chow weights for polarized toric manifolds

King Leung Lee, Naoto Yotsutani

Let $X$ be a smooth projective toric variety, and let $X$ denote the blow-up of $X$ at finitely many distinct torus-invariant points. In this paper, we derive an explic…

math.AG2024

Asymptotic Chow stability of uniformly K-stable toric varieties

King leung Lee, Naoto Yotsutani

For a polarized toric variety, we provide a sufficient criterion ensuring that a uniformly K-stable polarized toric variety $(X, L)$ is asymptotically Chow polystable, under the ass…

math.AG2017★ 3 cited

Asymptotic Chow stability of toric Del Pezzo surfaces

King-Leung Lee, Zhiyuan Li, Jacob Sturm +1

In this short note, we study the asymptotic Chow polystability of toric Del Pezzo surfaces appear in the moduli space of Kähler-Einstein Fano varieties constructed in [OSS16].