On Smoothable Curve Singularities: Local Methods.
On some generalizations of Jacobi's residue formula
On Stein extensions of real symmetric spaces.
On the analytic approximation of differentiable functions from above
We determine conditions in order that a differentiable function be approximable from above by analytic functions, being left invariate on a fixed analytic subset which is a locally complete intersection.
On the blowing down problem in C-analytic geometry.
On the boundary value problem for the elliptic system of linear differential equations
On the branches of a complex space.
On the Briançon-Skoda theorem on a singular variety
Let be a germ of a reduced analytic space of pure dimension. We provide an analytic proof of the uniform Briançon-Skoda theorem for the local ring ; a result which was previously proved by Huneke by algebraic methods. For ideals with few generators we also get much sharper results.
On the classification of complex analytic supermanifolds.
On the cohomology of a general fiber of a polynomial map
On the cohomology of sheaves SεL
On the cohomology of twistor flag spaces
On the compactification problem for Stein surfaces
On the connected components of a global semianalytic set.
On the Dimension of Analytic Cohomology.
On the dual space of the Tjurina algebra attached to a semi-quasihomogeneous isolated singularity
A dual space of the Tjurina algebra attached to a non-quasihomogeneous unimodal or bimodal singularity is considered. It is shown that almost every algebraic local cohomology class, belonging to the dual space, can be characterized as a solution of a holonomic system of first order differential equations.
On the embedding of 1-convex manifolds with 1-dimensional exceptional sets.
On the embedding of 1-convex manifolds with 1-dimensional exceptional set
In this paper we show that a 1-convex (i.e., strongly pseudoconvex) manifold , with 1- dimensional exceptional set and finitely generated second homology group , is embeddable in if and only if is Kähler, and this case occurs only when does not contain any effective curve which is a boundary.
On the Existence of Analytic Contractions.
On the extension of Nash functions.