The Cauchy problem with logarithmic ramifications for -modules
The characteristic variety of a generic foliation
We confirm a conjecture of Bernstein–Lunts which predicts that the characteristic variety of a generic polynomial vector field has no homogeneous involutive subvarieties besides the zero section and subvarieties of fibers over singular points.
The characterization of strictly parabolic spaces
The Chern connection and curvature of the tangent bundle of an almost complex manifold. (La connexion et la courbure de Chern du fibré tangent d'une variété presque complexe.)
The Cohomological and Analytic Completeness of P(...2<Cn) G2'n .
The cohomology of an open subspace of a Stein spaces.
The cohomology solution and the index theorem on ring surfaces of genus .
The Complement of the Bifurcation Variety of a Simple Singularity
The direct image theorem in formal and rigid geometry.
The finiteness of compact varieties in
The homotopy axiom in semialgebraic cohomology.
The hypercomplex quotient and the quaternionic quotient.
The invariant holonomic system on a semisimple Lie algebra.
The Kobayashi metric on complex spaces.
The Levi problem for cohomology classes
In this paper we extend to complex spaces and coherent analytic sheaves some results of Andreotti and Norguet concerning the extension of cohomology classes.
The Levi Problem on Complex Spaces with Singularities.
The Lie group of real analytic diffeomorphisms is not real analytic
We construct an infinite-dimensional real analytic manifold structure on the space of real analytic mappings from a compact manifold to a locally convex manifold. Here a map is defined to be real analytic if it extends to a holomorphic map on some neighbourhood of the complexification of its domain. As is well known, the construction turns the group of real analytic diffeomorphisms into a smooth locally convex Lie group. We prove that this group is regular in the sense of Milnor. ...
The Local Hull of Holomorphy of a Surface in the Space of Two Complex Variables.
The Milnor fiber and the zeta function of the singularities of type
The moduli of quotients of a compact complex space.