4 citations · 8 across the 9 of their papers we have counts for
9 papers
Uniform K-stability of -varieties of complexity 1
Yan Li, Zhenye Li
Let be an algebraically closed field of characteristic 0 and a connect, reductive group over it. Let be a projective -variety of complexity 1. We classify -…
Weighted K-stability of -Fano spherical varieties
Yan Li, ZhenYe Li, Feng Wang
Let be a connected, complex reductive Lie group and a -Fano -spherical variety. In this paper we compute the weighed non-Archimedean functionals of a -equi…
Equivariant -test configurations of polarized spherical varieties
Yan Li, Zhenye Li
Let be a connected, complex reductive Lie group and a spherical homogenous space. Let be a polarized -variety which is a spherical embedding of . In this…
Morita equivalences and the inductive blockwise Alperin weight condition for type
Zhicheng Feng, Zhenye Li, Jiping Zhang
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the inductive blockwise Alperin weight condition introduced by Navarro--Tiep and Spä…
Equivariant -test configurations and semistable limits of -Fano group compactifications
Yan Li, ZhenYe Li
Let be a connected, complex reductive group. In this paper, we classify -equivariant normal -test configurations of a polarized -compactification. Then…
Jordan decomposition for weights and the blockwise Alperin weight conjecture
Zhicheng Feng, Zhenye Li, Jiping Zhang
The Alperin weight conjecture was reduced to simple groups by the work of Navarro, Tiep and Späth. To prove Alperin weight conjecture, it suffices to show that all finite non-abeli…
Kähler-Einstein metrics and Ding functional on -Fano group compactifications
Yan Li, ZhenYe Li
Let be a complex, connect reductive Lie group which is the complexification of a compact Lie group . Let be a -Fano -compactification. In this paper, we fi…
Finiteness of -Fano compactifications of semisimple group with Kähler-Einstein metrics
Yan Li, ZhenYe Li
In this note, we give a way to classify -Fano compactifications of a semisimple group . We will prove that there are only finitely many such -Fano -comp…
On the inductive blockwise Alperin weight condition for classical groups
Zhicheng Feng, Zhenye Li, Jiping Zhang
Recently, there has been substantial progress on the Alperin weight conjecture. As a step to establish the Alperin weight conjecture for all finite groups, we prove the inductive b…