Add to ORKG14 pages, no figure. Comments are wellcome.International audienceWe prove that the universal cover of a normal, projective variety X is quasi-projective if and only if a finite, étale cover of X is a fiber bundle over an Abelian variety with simply connected fiber
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
Let X be a projective variety over an algebraically closed field k of arbitrary characteristic p≥0. ...
For a quasi-projective scheme $X$ admitting a smooth compactification over a local field of residue ...
26 pages, no figure. Comments are welcome.We study compact Kähler threefolds X with infinite fundamen...
Altres ajuts: ANR-16-CE40-0008Altres ajuts: ANR-16-CE40-0011We prove that a representation of the fu...
We prove finiteness results for sets of varieties over number fields with good reduction outside a g...
In this article we give necessary and sufficient conditions, in terms of certain tensors called semi...
In this paper, we establish a theory of adelic line bundles over quasi-projective varieties over fin...
With an appendix by Frédéric Campana (entitled "Abelianity, Iitaka and S conjectures"). 17 pages, no...
We study rational points on ramified covers of abelian varieties over certain infinite Galois extens...
We classify smooth projective surfaces that are quotients of abelian surfaces by finite groups.Comme...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
* The research has been partially supported by Bulgarian Funding Organizations, sponsoring the Algeb...
Under the framework of dynamics on projective varieties by Kawamata, Nakayama and Zhang \cite{Kawama...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
Let X be a projective variety over an algebraically closed field k of arbitrary characteristic p≥0. ...
For a quasi-projective scheme $X$ admitting a smooth compactification over a local field of residue ...
26 pages, no figure. Comments are welcome.We study compact Kähler threefolds X with infinite fundamen...
Altres ajuts: ANR-16-CE40-0008Altres ajuts: ANR-16-CE40-0011We prove that a representation of the fu...
We prove finiteness results for sets of varieties over number fields with good reduction outside a g...
In this article we give necessary and sufficient conditions, in terms of certain tensors called semi...
In this paper, we establish a theory of adelic line bundles over quasi-projective varieties over fin...
With an appendix by Frédéric Campana (entitled "Abelianity, Iitaka and S conjectures"). 17 pages, no...
We study rational points on ramified covers of abelian varieties over certain infinite Galois extens...
We classify smooth projective surfaces that are quotients of abelian surfaces by finite groups.Comme...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
* The research has been partially supported by Bulgarian Funding Organizations, sponsoring the Algeb...
Under the framework of dynamics on projective varieties by Kawamata, Nakayama and Zhang \cite{Kawama...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
Let X be a projective variety over an algebraically closed field k of arbitrary characteristic p≥0. ...
For a quasi-projective scheme $X$ admitting a smooth compactification over a local field of residue ...