AbstractFor one-dimensional noetherian local rings we introduce the notion of normal arithmetic genera using their Hilbert–Samuel functions. We give various characterizations and structure theorems for curve singularities with normal arithmetic genera zero or one
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
Abstract. We show that genus one normal curves of odd degree can be presented by alternating matrice...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...
AbstractFor one-dimensional noetherian local rings we introduce the notion of normal arithmetic gene...
The minimal formal model of a curve singularity describes the non-trivial part of the infinitesimal ...
This thesis adresses the problem of tame and wild cyclic quotient singularities of local Noetherian ...
Abstract. In this paper we extend the concept of Milnor fiber and Milnor number of a curve singulari...
bstract: In algebraic Geometry, an algebraic curve is an algebraic variety of dimension one. The The...
This work is centered around the question How singular is a point on an algebraic or analytic varie...
Working over imperfect fields, we give a comprehensive classification of genus-one curves that are r...
Let Hd,g denote the Hilbert scheme of locally Cohen–Macaulay curves of degree d and genus g in proj...
Let O be an equicharacteristic reduced complete noetherian local ring of Krull dimension one, and le...
Given a properly normalized parametrization of a genus-0 modular curve, the complex multiplication p...
We study the Brill-Noether theory of the normalizations of singular,irreducible curves on a K3 surfa...
We show that the zero locus of a normal function on a smooth complex algebraic variety S is algebrai...
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
Abstract. We show that genus one normal curves of odd degree can be presented by alternating matrice...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...
AbstractFor one-dimensional noetherian local rings we introduce the notion of normal arithmetic gene...
The minimal formal model of a curve singularity describes the non-trivial part of the infinitesimal ...
This thesis adresses the problem of tame and wild cyclic quotient singularities of local Noetherian ...
Abstract. In this paper we extend the concept of Milnor fiber and Milnor number of a curve singulari...
bstract: In algebraic Geometry, an algebraic curve is an algebraic variety of dimension one. The The...
This work is centered around the question How singular is a point on an algebraic or analytic varie...
Working over imperfect fields, we give a comprehensive classification of genus-one curves that are r...
Let Hd,g denote the Hilbert scheme of locally Cohen–Macaulay curves of degree d and genus g in proj...
Let O be an equicharacteristic reduced complete noetherian local ring of Krull dimension one, and le...
Given a properly normalized parametrization of a genus-0 modular curve, the complex multiplication p...
We study the Brill-Noether theory of the normalizations of singular,irreducible curves on a K3 surfa...
We show that the zero locus of a normal function on a smooth complex algebraic variety S is algebrai...
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
Abstract. We show that genus one normal curves of odd degree can be presented by alternating matrice...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...
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