Add to ORKGThe aim of this note is to announce the current research progress in [HIY18] concerning the relation between uniform K-stability and asymptotic Chow stability for polarized toric varieties
AbstractWe give a purely algebro–geometric proof that if the α-invariant of a Q-Fano variety X is gr...
For an equivariant log pair $(X,\,D)$ where $X$ is a normal toric variety and $D$ a reduced Weil div...
Publisher: Universitaet Tuebingen.Normal toric varieties over a field can be described by combinator...
AbstractThe operational Chow cohomology classes of a complete toric variety are identified with cert...
From the recent work of Edidin and Satriano, given a good moduli space morphism between a smooth Art...
Kaneyama and Klyachko have shown that any torus equivariant vector bundle of rank $r$ over $\mathbb{...
We give an explicit combinatorial presentation of the Chow groups of a toric scheme over a DVR. As a...
We express notions of K-stability of polarized spherical varieties in termsof combinatorial data, va...
The present paper is dedicated to illustrating an extension of polar duality between Fano toric vari...
It is conjectured that to test the K-polystability of a polarised variety it is enough to consider t...
We show that the dual of the cone of divisors on a complete -factorial toric variety X whose stable ...
This note is about Pl\"ucker hyperplane sections $X$ of the Grassmannian $\operatorname{Gr}(3,V_{10}...
In this article we discuss the role of stability functions in geometric invariant theory and apply s...
20 pages, 1 figureAny toric flip naturally induces an equivalence between the associated categories ...
For an equivariant reflexive sheaf over a normal polarised toric variety, we study slope stability o...
AbstractWe give a purely algebro–geometric proof that if the α-invariant of a Q-Fano variety X is gr...
For an equivariant log pair $(X,\,D)$ where $X$ is a normal toric variety and $D$ a reduced Weil div...
Publisher: Universitaet Tuebingen.Normal toric varieties over a field can be described by combinator...
AbstractThe operational Chow cohomology classes of a complete toric variety are identified with cert...
From the recent work of Edidin and Satriano, given a good moduli space morphism between a smooth Art...
Kaneyama and Klyachko have shown that any torus equivariant vector bundle of rank $r$ over $\mathbb{...
We give an explicit combinatorial presentation of the Chow groups of a toric scheme over a DVR. As a...
We express notions of K-stability of polarized spherical varieties in termsof combinatorial data, va...
The present paper is dedicated to illustrating an extension of polar duality between Fano toric vari...
It is conjectured that to test the K-polystability of a polarised variety it is enough to consider t...
We show that the dual of the cone of divisors on a complete -factorial toric variety X whose stable ...
This note is about Pl\"ucker hyperplane sections $X$ of the Grassmannian $\operatorname{Gr}(3,V_{10}...
In this article we discuss the role of stability functions in geometric invariant theory and apply s...
20 pages, 1 figureAny toric flip naturally induces an equivalence between the associated categories ...
For an equivariant reflexive sheaf over a normal polarised toric variety, we study slope stability o...
AbstractWe give a purely algebro–geometric proof that if the α-invariant of a Q-Fano variety X is gr...
For an equivariant log pair $(X,\,D)$ where $X$ is a normal toric variety and $D$ a reduced Weil div...
Publisher: Universitaet Tuebingen.Normal toric varieties over a field can be described by combinator...