DOIAbstract
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combinatorial conditions so that a normal finite abelian cover of a smooth variety is Gorenstein or locally complete intersection
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combinatorial conditions so that a normal finite abelian cover of a smooth variety is Gorenstein or locally complete intersection
AbstractLet X be a normal arithmetically Gorenstein scheme in Pn. We give a criterion for all codime...
We study intersection theory and Chern classes of reflexive sheaves on normal varieties. In particul...
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
Given a normal complete variety Y, distinct irreducible effective Weil divisors D1,...Dn of Y and po...
AbstractA (normal) variety is Gorenstein if it is Cohen–Macaulay and its canonical sheaf is a line b...
For a smooth and proper variety Y over a finite field k the reciprocity map ρY:\CH0(Y)→π\ab1(Y) is i...
AbstractGiven a property of the complete local ring of a variety at a point, how can we show that th...
14 pages, no figure. Comments are wellcome.International audienceWe prove that the universal cover o...
The quotient-cusp singularities are isolated complex surface singularities that are double-covered b...
In this article we investigate the algebra and geometry of dihedral covers of smooth algebraic varie...
Let R be a Cohen–Macaulay normal domain with a canonical module ωR. It is proved that if R admits a...
By a recent result of Viehweg, protective manifolds with ample canonical class have a coarse moduli ...
We classify smooth projective surfaces that are quotients of abelian surfaces by finite groups.Comme...
AbstractWe show that on a non isotrivial family of abelian varieties over a smooth complete curve ef...
AbstractLet X be a normal arithmetically Gorenstein scheme in Pn. We give a criterion for all codime...
We study intersection theory and Chern classes of reflexive sheaves on normal varieties. In particul...
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
Given a normal complete variety Y, distinct irreducible effective Weil divisors D1,...Dn of Y and po...
AbstractA (normal) variety is Gorenstein if it is Cohen–Macaulay and its canonical sheaf is a line b...
For a smooth and proper variety Y over a finite field k the reciprocity map ρY:\CH0(Y)→π\ab1(Y) is i...
AbstractGiven a property of the complete local ring of a variety at a point, how can we show that th...
14 pages, no figure. Comments are wellcome.International audienceWe prove that the universal cover o...
The quotient-cusp singularities are isolated complex surface singularities that are double-covered b...
In this article we investigate the algebra and geometry of dihedral covers of smooth algebraic varie...
Let R be a Cohen–Macaulay normal domain with a canonical module ωR. It is proved that if R admits a...
By a recent result of Viehweg, protective manifolds with ample canonical class have a coarse moduli ...
We classify smooth projective surfaces that are quotients of abelian surfaces by finite groups.Comme...
AbstractWe show that on a non isotrivial family of abelian varieties over a smooth complete curve ef...
AbstractLet X be a normal arithmetically Gorenstein scheme in Pn. We give a criterion for all codime...
We study intersection theory and Chern classes of reflexive sheaves on normal varieties. In particul...
AbstractWe show that the geometrical part of the abelian étale fundamental group of a proper smooth ...
Add to ORKG