We study a wide class of affine varieties, which we call affine Fano varieties. By analogy with birationally super-rigid Fano varieties, we define super-rigidity for affine Fano varieties, and provide many examples and non-examples of super-rigid affine Fano varieties
Let $M$ be a smooth Fano threefold such that a canonical extension of the tangent bundle is an affin...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
We study a wide class of affine varieties, which we call affine Fano varieties. By analogy with bira...
International audienceWe study a wide class of affine varieties, which we call affine Fano varieties...
We study a wide class of ane varieties, which we call ane Fano varieties. By analogy with birational...
We classify birationally rigid orbifold Fano 3-folds of index one defined by $5 \times 5$ Pfaffians....
For a complex connected semisimple linear algebraic group G of adjoint type and of rank n, De Concin...
This thesis investigates the birational geometry of a class of higher dimensional Fano varieties of ...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
An algebraic variety is called rationally connected if two generic points can be connected by a curv...
We study the anti-canonical ring of a projective variety and we characterise varieties of log Fano t...
We study toric G-solid Fano threefolds that have at most terminal singularities, where G is an algeb...
In this paper we prove birational rigidity of large classes of Fano-Mori fibre spaces over a base of...
In this note we collect some results on the deformation theory of toric Fano varieties.Comment: 24 p...
Let $M$ be a smooth Fano threefold such that a canonical extension of the tangent bundle is an affin...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
We study a wide class of affine varieties, which we call affine Fano varieties. By analogy with bira...
International audienceWe study a wide class of affine varieties, which we call affine Fano varieties...
We study a wide class of ane varieties, which we call ane Fano varieties. By analogy with birational...
We classify birationally rigid orbifold Fano 3-folds of index one defined by $5 \times 5$ Pfaffians....
For a complex connected semisimple linear algebraic group G of adjoint type and of rank n, De Concin...
This thesis investigates the birational geometry of a class of higher dimensional Fano varieties of ...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
An algebraic variety is called rationally connected if two generic points can be connected by a curv...
We study the anti-canonical ring of a projective variety and we characterise varieties of log Fano t...
We study toric G-solid Fano threefolds that have at most terminal singularities, where G is an algeb...
In this paper we prove birational rigidity of large classes of Fano-Mori fibre spaces over a base of...
In this note we collect some results on the deformation theory of toric Fano varieties.Comment: 24 p...
Let $M$ be a smooth Fano threefold such that a canonical extension of the tangent bundle is an affin...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
DOI
Add to ORKG