Add to ORKGIn this paper we study the deformation theory of rational surface singularities with reduced fundamental cycle. Generators for \(T^1\) and \(T^2\) are determined, the obstruction map identified and an algorithm to find a versal family, starting from a resolution graph, is described
Abstract. We prove dimension formulas for the cotangent spaces T 1 and T 2 for a class of rational s...
By the famous ADE classification, rational double points are simple. Rational triple points are also...
In this paper we give explicit equations for determinantal rational surface singularities and prove ...
This is an open access article under the CC BY-NC-ND licenseBlowing up a rational surface singularit...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Due to the work in [Brieskorn], [Tjurina], [Artin], [Wahl 2] and [Lipman] one un-derstands very well...
A general strategy is given for the classification of graphs of rational surface singularities. For ...
A general strategy is given for the classification of graphs of rational surface singularities. For ...
We establish a correspondence between two significant deformation theories (by de Jong--van Straten ...
We prove dimension formulas for the cotangent spaces T1 and T2 for a class of rational surface singu...
AbstractBy an approach based on results of A. Ishii, we describe the versal deformation space of any...
Abstract. We prove dimension formulas for the cotangent spaces T 1 and T 2 for a class of rational s...
By the famous ADE classification, rational double points are simple. Rational triple points are also...
In this paper we give explicit equations for determinantal rational surface singularities and prove ...
This is an open access article under the CC BY-NC-ND licenseBlowing up a rational surface singularit...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Blowing up a rational surface singularity in a reflexive module gives a (any) partial resolution dom...
Due to the work in [Brieskorn], [Tjurina], [Artin], [Wahl 2] and [Lipman] one un-derstands very well...
A general strategy is given for the classification of graphs of rational surface singularities. For ...
A general strategy is given for the classification of graphs of rational surface singularities. For ...
We establish a correspondence between two significant deformation theories (by de Jong--van Straten ...
We prove dimension formulas for the cotangent spaces T1 and T2 for a class of rational surface singu...
AbstractBy an approach based on results of A. Ishii, we describe the versal deformation space of any...
Abstract. We prove dimension formulas for the cotangent spaces T 1 and T 2 for a class of rational s...
By the famous ADE classification, rational double points are simple. Rational triple points are also...
In this paper we give explicit equations for determinantal rational surface singularities and prove ...