On a Geometric Interpretation of Multiplicity.
On a Result of Riemenschneider.
On Analytic Abelian Coverings.
On blowing up versal discriminants
It is well-known that the versal deformations of nonsimple singularities depend on moduli. The first step in deeper understanding of this phenomenon is to determine the versal discriminant, which roughly speaking is an obstacle for analytic triviality of an unfolding or deformation along the moduli. The goal of this paper is to describe the versal discriminant of and singularities basing on the fact that the deformations of these singularities may be obtained as blowing ups of certain deformations...
On Compactification of Schemes.
On desingularized Horrocks-Mumford quintics.
On equimultiple subschemes of a local scheme over a field of characteristic zero
On Equisingular Deformations of Cone-Like Surface Singularities.
On Fiber Products of Rational Elliptic Surfaces with Section.
On Hironaka's Additive Groups Associated with Points in Projective Space.
On hypersurface quotient singularities of dimension 4.
On Isolated Gorenstein Singularities.
On Pencils of Curves and Deformations of Minimally Elliptic Singularities .
On smooth curves passing through rational surface singularities.
On the Buchsbaum property of rees and form modules
On the geometry of conjugacy classes in classical groupes.
On the geometry of the sequence of infinitely near points.
On the Module of Zariski Differentials and Infinitesimal Deformations of Cusp Singularities.
On the Poles of a Local Zeta Function for Curves.
On the singularities of Polar curves.