The moduli space of curves endowed with a nonzero abelian differential admits a natural stratification according to the configuration of its zeroes. We give a description of these strata for genus 3 in terms of root system data. For each non-open stratum we obtain a presentation of its orbifold fundamental group
The complex orbifold structure of the moduli space of Riemann surfaces of genus g (g≥2) produces a s...
This thesis mainly concerns the cohomology of the moduli spaces ℳ3[2] and ℳ3,1[2] of genus 3 curves ...
In this section, we will give a sketch of the construction of the moduli space Mg of curves of genus...
The moduli space of curves endowed with a nonzero abelian differential admits a natural stratificati...
We give a description of the Kontsevich-Zorich strata for genus 3 in terms of root system data. For ...
We study the cohomology of the moduli space of genus three curves with level two structure and some ...
The main goal of this work is to construct and study a reasonable compactification of the strata of ...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
We study a 3-dimensional stratum M_{3,V} of the moduli space M_3 of curves of genus 3 parameterizing...
We study a 3-dimensional stratum ℳ3 , V of the moduli space ℳ3 of curves of genus 3 parameterizing c...
We define for every affine Coxeter graph a certain factor group of the associated Artin group and pr...
We describe the singular locus of the compactification of the moduli space Rg,` of curves of genus g...
In this article we consider the moduli space of smooth n-pointed non-hyperelliptic curves of genus 3...
We determine the cohomology groups of the quartic and hyperelliptic loci inside the moduli space of ...
We determine the cohomology groups of the quartic and hyperelliptic loci inside the moduli space of ...
The complex orbifold structure of the moduli space of Riemann surfaces of genus g (g≥2) produces a s...
This thesis mainly concerns the cohomology of the moduli spaces ℳ3[2] and ℳ3,1[2] of genus 3 curves ...
In this section, we will give a sketch of the construction of the moduli space Mg of curves of genus...
The moduli space of curves endowed with a nonzero abelian differential admits a natural stratificati...
We give a description of the Kontsevich-Zorich strata for genus 3 in terms of root system data. For ...
We study the cohomology of the moduli space of genus three curves with level two structure and some ...
The main goal of this work is to construct and study a reasonable compactification of the strata of ...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
We study a 3-dimensional stratum M_{3,V} of the moduli space M_3 of curves of genus 3 parameterizing...
We study a 3-dimensional stratum ℳ3 , V of the moduli space ℳ3 of curves of genus 3 parameterizing c...
We define for every affine Coxeter graph a certain factor group of the associated Artin group and pr...
We describe the singular locus of the compactification of the moduli space Rg,` of curves of genus g...
In this article we consider the moduli space of smooth n-pointed non-hyperelliptic curves of genus 3...
We determine the cohomology groups of the quartic and hyperelliptic loci inside the moduli space of ...
We determine the cohomology groups of the quartic and hyperelliptic loci inside the moduli space of ...
The complex orbifold structure of the moduli space of Riemann surfaces of genus g (g≥2) produces a s...
This thesis mainly concerns the cohomology of the moduli spaces ℳ3[2] and ℳ3,1[2] of genus 3 curves ...
In this section, we will give a sketch of the construction of the moduli space Mg of curves of genus...