Halbstetigkeitssätze für relativ analytische Räume.
Harmonie Forms Dual to Geodesic Cycles in Quotients of SU (p, 1).
Hilbert-Samuel Polynomials of a Proper Morphism.
Hochschild cohomology of complex spaces and Noetherian schemes.
Hodge type of subvarieties of compact hermitian symmetric spaces.
Hodge-Bott-Chern decompositions of mixed type forms on foliated Kähler manifolds
The Bott-Chern cohomology groups and the Bott-Chern Laplacian on differential forms of mixed type on a compact foliated Kähler manifold are defined and studied. Also, a Hodge decomposition theorem of Bott-Chern type for differential forms of mixed type is proved. Finally, the case of projectivized tangent bundle of a complex Finsler manifold is discussed.
Holomorphe Blätterungen komplexer Räume
Holomorphe Korrespondenzen und meromorphe Abbildungen allgemeiner komplexer Räume.
Holomorphic Automorphisms of Compact Kähler Surfaces and Their Induced Actions in Cohomology.
Holomorphic extension maps for spaces of Whitney jets.
The key result (Theorem 1) provides the existence of a holomorphic approximation map for some space of C∞-functions on an open subset of Rn. This leads to results about the existence of a continuous linear extension map from the space of the Whitney jets on a closed subset F of Rn into a space of holomorphic functions on an open subset D of Cn such that D ∩ Rn = RnF.
Holomorphic functions and subelliptic heat kernels over Lie groups
Holomorphic non-holonomic differential systems on complex manifolds
We study coherent subsheaves 𝓓 of the holomorphic tangent sheaf of a complex manifold. A description of the corresponding 𝓓-stable ideals and their closed complex subspaces is sketched. Our study of non-holonomicity is based on the Noetherian property of coherent analytic sheaves. This is inspired by the paper [3] which is related with some problems of mechanics.
Holomorphicity of Minimal Submanifolds in Complex Space Forms.
Holonomie et intégrales premières
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 Hopf surfaces
Homology theory for real analytic and semianalytic sets
Homotopie in homogenen komplexen Mannigfaltigkeiten.
How to calculate the slopes of a -module
Hyperfunktionen und Sätze vom Typ Edge of the Wedge.