We compute the Picard group of the moduli stack of stable hyperelliptic curves of any genus, exhibiting explicit and geometrically meaningful generators and relations
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
Let G be a connected, simply-connected, simple affine algebraic group and Cg be a smooth irreducible...
In this thesis we recall the construction of the stack of smooth curves of genus g. Then we define t...
The main subject of this work is the difference between the coarse moduli space and the stack of hyp...
The main subject of this work is the difference between the coarse moduli space and the stack of hyp...
The purpose of this thesis is to study the geometry of some famous stacks of curves by presenting th...
We compute the Picard group of the moduli stack of genus zero stable quasimapsto projective space, G...
Abstract. We compute the Picard group of the moduli stack of elliptic curves and its canonical compa...
The thesis is divided in two chapters. In the rst one we construct the moduli stack of properly bal...
AbstractHere we prove that the moduli space of genus g stable curves in characteristic p > 0 has (up...
In this paper we give a construction of algebraic (Artin) stacks endowed with a modular map onto the...
In this paper we give a construction of algebraic (Artin) stacks endowed with a modular map onto the...
AbstractIn this paper we give a construction of algebraic (Artin) stacks endowed with a modular map ...
We construct the logarithmic and tropical Picard groups of a family of logarithmic curves and realiz...
For 4- L and g large, we calculate the integral Picard groups of the moduli spaces of curves and pri...
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
Let G be a connected, simply-connected, simple affine algebraic group and Cg be a smooth irreducible...
In this thesis we recall the construction of the stack of smooth curves of genus g. Then we define t...
The main subject of this work is the difference between the coarse moduli space and the stack of hyp...
The main subject of this work is the difference between the coarse moduli space and the stack of hyp...
The purpose of this thesis is to study the geometry of some famous stacks of curves by presenting th...
We compute the Picard group of the moduli stack of genus zero stable quasimapsto projective space, G...
Abstract. We compute the Picard group of the moduli stack of elliptic curves and its canonical compa...
The thesis is divided in two chapters. In the rst one we construct the moduli stack of properly bal...
AbstractHere we prove that the moduli space of genus g stable curves in characteristic p > 0 has (up...
In this paper we give a construction of algebraic (Artin) stacks endowed with a modular map onto the...
In this paper we give a construction of algebraic (Artin) stacks endowed with a modular map onto the...
AbstractIn this paper we give a construction of algebraic (Artin) stacks endowed with a modular map ...
We construct the logarithmic and tropical Picard groups of a family of logarithmic curves and realiz...
For 4- L and g large, we calculate the integral Picard groups of the moduli spaces of curves and pri...
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
Let G be a connected, simply-connected, simple affine algebraic group and Cg be a smooth irreducible...
In this thesis we recall the construction of the stack of smooth curves of genus g. Then we define t...
DOI
Add to ORKG