Add to ORKGWe prove that all Fano threefolds with log-terminal singularities of given index belong to finitely many families. This result was previously obtained by the author in the case of unipolar Fano varieties
To be published by CUP, LMS Lecture Notes Series 2022Copyright © 2021 The Authors. There are 105 irr...
Abstract. We prove that every globally F-regular variety is log Fano. In other words, if a prime cha...
We show the nonvanishing of H^0(X,-K_X) for any a Fano 3-fold X for which -K_X is a multiple of anot...
We prove that all Fano threefolds with log-terminal singularities of given index belong to finitely ...
Abstract. We prove that all Fano threefolds with log-terminal singularities of given index belong to...
AbstractWe study global log canonical thresholds of anticanonically embedded quasismooth weighted Fa...
This thesis aims to generalise the theory of complements to log canonical Fano varieties and relate ...
We study log canonical thresholds (also called global log canonical threshold or α-invariant) of R-l...
In this paper, we study the explicit geometry of threefolds, in particular, Fano varieties. We find ...
We classify nonrational Fano threefolds $X$ with terminal Gorenstein singularities such that $\mathr...
International audienceWe show that the finiteness of the fundamental groups of the smooth locus of l...
We classify birationally rigid orbifold Fano 3-folds of index one defined by $5 \times 5$ Pfaffians....
Abstract. We show that the family of (Q-factorial and log terminal) Q-Fano n-folds with Picard numbe...
In this short note, we give an alternative proof of the semipositivity of the Chow–Mumford line bund...
AbstractWe prove that every globally F-regular variety is log Fano. In other words, if a prime chara...
To be published by CUP, LMS Lecture Notes Series 2022Copyright © 2021 The Authors. There are 105 irr...
Abstract. We prove that every globally F-regular variety is log Fano. In other words, if a prime cha...
We show the nonvanishing of H^0(X,-K_X) for any a Fano 3-fold X for which -K_X is a multiple of anot...
We prove that all Fano threefolds with log-terminal singularities of given index belong to finitely ...
Abstract. We prove that all Fano threefolds with log-terminal singularities of given index belong to...
AbstractWe study global log canonical thresholds of anticanonically embedded quasismooth weighted Fa...
This thesis aims to generalise the theory of complements to log canonical Fano varieties and relate ...
We study log canonical thresholds (also called global log canonical threshold or α-invariant) of R-l...
In this paper, we study the explicit geometry of threefolds, in particular, Fano varieties. We find ...
We classify nonrational Fano threefolds $X$ with terminal Gorenstein singularities such that $\mathr...
International audienceWe show that the finiteness of the fundamental groups of the smooth locus of l...
We classify birationally rigid orbifold Fano 3-folds of index one defined by $5 \times 5$ Pfaffians....
Abstract. We show that the family of (Q-factorial and log terminal) Q-Fano n-folds with Picard numbe...
In this short note, we give an alternative proof of the semipositivity of the Chow–Mumford line bund...
AbstractWe prove that every globally F-regular variety is log Fano. In other words, if a prime chara...
To be published by CUP, LMS Lecture Notes Series 2022Copyright © 2021 The Authors. There are 105 irr...
Abstract. We prove that every globally F-regular variety is log Fano. In other words, if a prime cha...
We show the nonvanishing of H^0(X,-K_X) for any a Fano 3-fold X for which -K_X is a multiple of anot...