On the moduli of degree 4 Del Pezzo surfaces
- Hassett, Brendan
- Kresch, Andrew
- Tschinkel, Yuri
DOIAbstract
We study irreducibility of families of degree 4 Del Pezzo surface fibrations over curves
We study irreducibility of families of degree 4 Del Pezzo surface fibrations over curves
We construct a family of minimal smooth surfaces of general type with K-2 = 3 and p(g) = 0, which ar...
It is known that, given a genus 2 curve C : y^2 = f(x), where f(x) is quintic and defined over a fie...
We give an asymptotic expansion for the density of del Pezzo surfaces of degree four in a certain Bi...
To Professor Mukai, with admiration Abstract. We study irreducibility of families of degree 4 Del Pe...
Let be a del Pezzo surface of degree . We prove that the spaces are either empty or irreducible
Coble defined in his 1929 treatise invariants for cubic surfaces and quartic curves. We reinterpret...
We consider a family of smooth del Pezzo surfaces of degree four and study the geometry and arithmet...
It is known that, given a genus 2 curve C : y2 = f(x), where f(x) is quintic and defined over a fiel...
In this paper we focus on the problem of computing the number of moduli of the so called Severi vari...
We explicitly construct a component of the K-moduli space of K-polystable del Pezzo surfaces which i...
e consider modular properties of nodal curves on general K3 surfaces. Let K_p be the moduli space of...
MasterThe δ-invariant of a Fano variety is a new algebro-geometric value determining the K-(semi)sta...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
This thesis contains results on the arithmetic and geometry of del Pezzo surfaces of degree 1.In Cha...
We classify smooth del Pezzo surfaces whose α-invariant of Tian is bigger than 1
We construct a family of minimal smooth surfaces of general type with K-2 = 3 and p(g) = 0, which ar...
It is known that, given a genus 2 curve C : y^2 = f(x), where f(x) is quintic and defined over a fie...
We give an asymptotic expansion for the density of del Pezzo surfaces of degree four in a certain Bi...
To Professor Mukai, with admiration Abstract. We study irreducibility of families of degree 4 Del Pe...
Let be a del Pezzo surface of degree . We prove that the spaces are either empty or irreducible
Coble defined in his 1929 treatise invariants for cubic surfaces and quartic curves. We reinterpret...
We consider a family of smooth del Pezzo surfaces of degree four and study the geometry and arithmet...
It is known that, given a genus 2 curve C : y2 = f(x), where f(x) is quintic and defined over a fiel...
In this paper we focus on the problem of computing the number of moduli of the so called Severi vari...
We explicitly construct a component of the K-moduli space of K-polystable del Pezzo surfaces which i...
e consider modular properties of nodal curves on general K3 surfaces. Let K_p be the moduli space of...
MasterThe δ-invariant of a Fano variety is a new algebro-geometric value determining the K-(semi)sta...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
This thesis contains results on the arithmetic and geometry of del Pezzo surfaces of degree 1.In Cha...
We classify smooth del Pezzo surfaces whose α-invariant of Tian is bigger than 1
We construct a family of minimal smooth surfaces of general type with K-2 = 3 and p(g) = 0, which ar...
It is known that, given a genus 2 curve C : y^2 = f(x), where f(x) is quintic and defined over a fie...
We give an asymptotic expansion for the density of del Pezzo surfaces of degree four in a certain Bi...
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