Holomorphic Vector-Fields on Compact Kaehler Manifolds.
Holomorphicity of Minimal Submanifolds in Complex Space Forms.
Holomorph-prävollständige Resträume zu analytischen Mengen in Steinschen Räumen.
Holomorphy angles and sectional curvature in Hermitian elliptic planes over fields and tensor products of fields.
Holomorphy of local zeta functions for curves.
Holomorphy types on a Banach spaces
Holonomie et intégrales premières
Homogene Räume k-affinoider Gruppen.
Homogeneous Algebraic Varieties Defined by Jordan Pairs.
Homogeneous bundles and the first eigenvalue of symmetric spaces
In this note we prove the stability of the Gieseker point of an irreducible homogeneous bundle over a rational homogeneous space. As an application we get a sharp upper estimate for the first eigenvalue of the Laplacian of an arbitrary Kähler metric on a compact Hermitian symmetric spaces of ABCD–type.
Homogeneous -hypersurface-structures on spheres
Homogeneous C R-manifolds.
Homogeneous Cauchy-Riemann structures
Homogeneous Complex Surfaces.
Homogeneous extremal function for a ball in ℝ²
We point out relations between Siciak’s homogeneous extremal function and the Cauchy-Poisson transform in case is a ball in ℝ². In particular, we find effective formulas for for an important class of balls. These formulas imply that, in general, is not a norm in ℂ².
Homogeneous Kähler manifolds admitting a transitive solvable group of automorphisms
Homogeneous polynomials with isomorphic Milnor algebras
We recall first Mather's Lemma providing effective necessary and sufficient conditions for a connected submanifold to be contained in an orbit. We show that two homogeneous polynomials having isomorphic Milnor algebras are right-equivalent.
Homologie des ensembles semi-pfaffiens
Un sous-ensemble pfaffien d’un ouvert semi-analytique est une intersection finie d’ensembles semi-analytiques relativement compacts de et de feuilles non spiralantes de certains feuilletages analytiques de codimension 1 de Les sous-ensembles semi-pfaffiens de sont les éléments de la plus petite classe de sous-ensembles de contenant les sous-ensembles pfaffiens de , stable par intersection finie, réunion finie et différence symétrique. Les ensembles -pfaffiens sont les éléments de la...
Homology for irregular connections
Homology with values in a connection with possibly irregular singular points on an algebraic curve is defined, generalizing homology with values in the underlying local system for a connection with regular singular points. Integration defines a perfect pairing between de Rham cohomology with values in the connection and homology with values in the dual connection.
Homology Hopf surfaces