Here we study the Brill–Noether theory of “extremal” Cornalba’s theta-characteristics on stable curves C of genus g, where “extremal” means that they are line bundles on a quasi-stable model of C with #(Sing(C)) exceptional components
Abstract. Here we study the integers (d, g, r) such that on a smooth projective curve of genus g the...
Throughout this thesis paper we discuss the notion of stability conditions for triangulated categori...
Let Xk denote an irreducible projective nodal curve with k nodes and of genus g(k). We prove a gener...
AbstractLet f:C→B be a smoothing of a stable curve C and Sf∗ be the moduli space of theta characteri...
Let SU_X(r,0) be the moduli space of rank r semistable vector bundles with trivial determinant over ...
Let V be a vector bundle over a smooth curve C. In this paper, we study twisted Brill–Noether loci p...
Let us consider the locus in the moduli space of curves of genus 2k defined by curves with a pencil ...
Let $V$ be a vector bundle over a smooth curve $C$. In this paper, we study twisted Brill--Noether l...
Let C be a smooth projective curve of genus g≥ 2. Fix an integer r≥ 0 , and let k̲=(k_1,…,k_n) be a ...
This thesis develops and applies the theory of arbitrary genus stable maps to K3 surfaces. In the fi...
AbstractLet C be a smooth projective irreducible curve over an algebraic closed field k of character...
We provide a bound on the Theta-regularity of an arbitrary reduced and irreducible curve embedded in...
We further analyse the moduli space of stable curves with level structure provided by Chiodo and Far...
The Jacobian varieties of smooth curves fit together to form a family, the universal Jacobian, over ...
We study a 3-dimensional stratum ℳ3 , V of the moduli space ℳ3 of curves of genus 3 parameterizing c...
Abstract. Here we study the integers (d, g, r) such that on a smooth projective curve of genus g the...
Throughout this thesis paper we discuss the notion of stability conditions for triangulated categori...
Let Xk denote an irreducible projective nodal curve with k nodes and of genus g(k). We prove a gener...
AbstractLet f:C→B be a smoothing of a stable curve C and Sf∗ be the moduli space of theta characteri...
Let SU_X(r,0) be the moduli space of rank r semistable vector bundles with trivial determinant over ...
Let V be a vector bundle over a smooth curve C. In this paper, we study twisted Brill–Noether loci p...
Let us consider the locus in the moduli space of curves of genus 2k defined by curves with a pencil ...
Let $V$ be a vector bundle over a smooth curve $C$. In this paper, we study twisted Brill--Noether l...
Let C be a smooth projective curve of genus g≥ 2. Fix an integer r≥ 0 , and let k̲=(k_1,…,k_n) be a ...
This thesis develops and applies the theory of arbitrary genus stable maps to K3 surfaces. In the fi...
AbstractLet C be a smooth projective irreducible curve over an algebraic closed field k of character...
We provide a bound on the Theta-regularity of an arbitrary reduced and irreducible curve embedded in...
We further analyse the moduli space of stable curves with level structure provided by Chiodo and Far...
The Jacobian varieties of smooth curves fit together to form a family, the universal Jacobian, over ...
We study a 3-dimensional stratum ℳ3 , V of the moduli space ℳ3 of curves of genus 3 parameterizing c...
Abstract. Here we study the integers (d, g, r) such that on a smooth projective curve of genus g the...
Throughout this thesis paper we discuss the notion of stability conditions for triangulated categori...
Let Xk denote an irreducible projective nodal curve with k nodes and of genus g(k). We prove a gener...
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