In this note we study deformations of a plane curve singularity (C; P) to Æ(C; P) nodes. We see that for some types of singular ities the method of A'Campo can be carried on using parametric equations. For such singularities we prove that deformations to Æ nodes can be made within the space of curves of the same degree.In this note we study deformations of a plane curve singularity (C; P) to Æ(C; P) nodes. We see that for some types of singular ities the method of A'Campo can be carried on using parametric equations. For such singularities we prove that deformations to Æ nodes can be made within the space of curves of the same degree
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
This dissertation considers the geometry of the locus of constant class in the deformation spaces of...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
We propose in this thesis a way to study deformations of plane curves that take into consideration t...
En théorie des singularités, il est important de mieux comprendre la topologie des déformations des ...
These notes deal with deformation theory of complex analytic singularities and related objects. The ...
Let P2r be the projective plane blown up at r generic points. Denote by E0; E1; : : : ; Er the stric...
Presents the basic singularity theory of analytic spaces, including local deformation theory, and th...
We are investigating different concepts of modular deformations of germs of isolated singularities (...
We study a specific class of deformations of curve singularities: the case when the singular point s...
Presents an account of deformation theory in classical algebraic geometry that brings together some ...
V2: Latex, 17 pages, 9 figures. Some minor misprints added. Interesting comments from Prof. V.I. Arn...
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
This dissertation considers the geometry of the locus of constant class in the deformation spaces of...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
We propose in this thesis a way to study deformations of plane curves that take into consideration t...
En théorie des singularités, il est important de mieux comprendre la topologie des déformations des ...
These notes deal with deformation theory of complex analytic singularities and related objects. The ...
Let P2r be the projective plane blown up at r generic points. Denote by E0; E1; : : : ; Er the stric...
Presents the basic singularity theory of analytic spaces, including local deformation theory, and th...
We are investigating different concepts of modular deformations of germs of isolated singularities (...
We study a specific class of deformations of curve singularities: the case when the singular point s...
Presents an account of deformation theory in classical algebraic geometry that brings together some ...
V2: Latex, 17 pages, 9 figures. Some minor misprints added. Interesting comments from Prof. V.I. Arn...
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
Using the monster/Semple tower construction, we study the structure of the Cartan prolongation of th...
This dissertation studies series of isolated singularities of plane curves. The focus is on topologi...