We provide new examples of K-unstable polarized smooth del Pezzo surfaces using a flopped version first used by Cheltsov and Rubinstein of the test configurations introduced by Ross and Thomas. As an application, we provide new obstructions for the existence of constant scalar curvature Kahler metrics on polarized smooth del Pezzo surfaces
It is shown that any, possibly singular, Fano variety X admitting a Kahler-Einstein metric is K-poly...
In a new algebro-geometric way we completely determine whether smooth del Pezzo surfaces are K-(semi...
K-polystability of a polarized variety is an algebro-geometric notion conjecturally equivalent to th...
We provide new examples of K-unstable polarized smooth del Pezzo surfaces using a flopped version fi...
We give a simple sufficient condition for K-stability of polarized del Pezzo surfaces and for the ex...
It is conjectured that to test the K-polystability of a polarised variety it is enough to consider t...
We provide a sufficient condition for polarizations of Fano varieties to be K-stable in terms of Tia...
We consider projective rational strong Calabi dream surfaces: projective smooth rational surfaces wh...
AbstractWe show that a polarised manifold with a constant scalar curvature Kähler metric and discret...
We express notions of K-stability of polarized spherical varieties in terms of combinatorial data, v...
We express notions of K-stability of polarized spherical varieties in termsof combinatorial data, va...
We study the K-stability of a polarised variety with non-reductive automorphism group. We associate ...
20 pages. Many typos corrected in this version.Parabolic structures with rational weights encode cer...
We study the K-stability of a polarised variety with non-reductive automorphism group. We associate ...
We provide a sufficient condition for polarisations of Fano varieties to be K-stable in terms of Tia...
It is shown that any, possibly singular, Fano variety X admitting a Kahler-Einstein metric is K-poly...
In a new algebro-geometric way we completely determine whether smooth del Pezzo surfaces are K-(semi...
K-polystability of a polarized variety is an algebro-geometric notion conjecturally equivalent to th...
We provide new examples of K-unstable polarized smooth del Pezzo surfaces using a flopped version fi...
We give a simple sufficient condition for K-stability of polarized del Pezzo surfaces and for the ex...
It is conjectured that to test the K-polystability of a polarised variety it is enough to consider t...
We provide a sufficient condition for polarizations of Fano varieties to be K-stable in terms of Tia...
We consider projective rational strong Calabi dream surfaces: projective smooth rational surfaces wh...
AbstractWe show that a polarised manifold with a constant scalar curvature Kähler metric and discret...
We express notions of K-stability of polarized spherical varieties in terms of combinatorial data, v...
We express notions of K-stability of polarized spherical varieties in termsof combinatorial data, va...
We study the K-stability of a polarised variety with non-reductive automorphism group. We associate ...
20 pages. Many typos corrected in this version.Parabolic structures with rational weights encode cer...
We study the K-stability of a polarised variety with non-reductive automorphism group. We associate ...
We provide a sufficient condition for polarisations of Fano varieties to be K-stable in terms of Tia...
It is shown that any, possibly singular, Fano variety X admitting a Kahler-Einstein metric is K-poly...
In a new algebro-geometric way we completely determine whether smooth del Pezzo surfaces are K-(semi...
K-polystability of a polarized variety is an algebro-geometric notion conjecturally equivalent to th...
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