Offenheit der Versalität in der analytischen Geoemtrie.
On associated discriminants for polynomials in one variable.
On deformations of monomial curves
On Equisingular Deformations of Cone-Like Surface Singularities.
On the ?-constant Stratum and the V-filtration: an Example.
On the discriminant of the Artin component
On the Highest Weight Deformation of a Quasihomogeneous Surface Singularity.
On the Kuranishi family of deformations of complex structures over a tubular neighborhood of a strongly pseudo convex boundary with complex dimension 3.
On the uniqueness of the quasihomogeneity
The aim of this paper is to show that the quasihomogeneity of a quasihomogeneous germ with an isolated singularity uniquely extends to the base of its analytic miniversal deformation.