It is the aim of this note to determine all smooth curves of genus g admitting a birational space model of degree g + 1 whose plane sections define a complete linear series. And we add criteria when there is a smooth such model.status: publishe
We construct a natural smooth compactification of the space of smooth genus-one curves with k distin...
AbstractWe study some geometrical properties of the canonical models of bielliptic (nonhyperelliptic...
A birational planar map F possessing a rational first integral preserves a foliation of the plane gi...
Let $C$ be a non--hyperelliptic curve of genus $g$. We prove that, if the minimal degree of a surfa...
We prove that the moduli space ${\Cal M}_{g,n}$ of smooth curves of genus $g$ with $n$ marked points...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
Let C be a smooth complete algebraic curve of genus g and C2g−2 ⊂ Pg−1 the canonical model. It is ge...
We develop a new technique for studying ranks of multiplication maps for linear series via limit lin...
Abstract. For all integers r ≥ 2 and any smooth and connected projective curve X, let ρX(r) denote t...
In the first part of this thesis we give a complete classification of relative log canonical models ...
The paper is concerned with some properties of linear series on smooth plane curves; in fact, we stu...
The purpose of this paper is to study numerical properties of algebraic curves C on elliptic ruled s...
In this thesis we give insight into the minimisation problem of genus one curves defined by equation...
In this paper we consider the birational classification of pairs (S,L), with S a rational surface an...
We construct a natural smooth compactification of the space of smooth genus-one curves with k distin...
AbstractWe study some geometrical properties of the canonical models of bielliptic (nonhyperelliptic...
A birational planar map F possessing a rational first integral preserves a foliation of the plane gi...
Let $C$ be a non--hyperelliptic curve of genus $g$. We prove that, if the minimal degree of a surfa...
We prove that the moduli space ${\Cal M}_{g,n}$ of smooth curves of genus $g$ with $n$ marked points...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
Let C be a smooth complete algebraic curve of genus g and C2g−2 ⊂ Pg−1 the canonical model. It is ge...
We develop a new technique for studying ranks of multiplication maps for linear series via limit lin...
Abstract. For all integers r ≥ 2 and any smooth and connected projective curve X, let ρX(r) denote t...
In the first part of this thesis we give a complete classification of relative log canonical models ...
The paper is concerned with some properties of linear series on smooth plane curves; in fact, we stu...
The purpose of this paper is to study numerical properties of algebraic curves C on elliptic ruled s...
In this thesis we give insight into the minimisation problem of genus one curves defined by equation...
In this paper we consider the birational classification of pairs (S,L), with S a rational surface an...
We construct a natural smooth compactification of the space of smooth genus-one curves with k distin...
AbstractWe study some geometrical properties of the canonical models of bielliptic (nonhyperelliptic...
A birational planar map F possessing a rational first integral preserves a foliation of the plane gi...
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