Annulation de la cohomologie à valeurs dans un fibré vectoriel holomorphe positif de rang quelconque.
Annulation de T-filtres par des fonctions croulantes
Anti-self-dual Hermitian metrics on blown-up Hopf surfaces.
Anwendungen des Satzes von Picard.
Appendix to : “smoothings of cusp singularities via triangle singularities”
Appendix to the article of T. Peternell: the Kodaira dimension of Kummer threefolds
We prove that Kummer threefolds with algebraic dimension have Kodaira dimension 0.
Application des techniques à la théorie des idéaux d’une algèbre de fonctions holomorphes avec poids
Application of an integral formula to CR-submanifolds of complex hyperbolic space.
Application of approximation and interpolation methods to the examination of entire functions of n complex variables
Application of the logarithmic differential to the holomorphic extension problem for -hyperfunctions.
Applications des faisceaux analytiques semi-cohérents aux fonctions différentiables
Nous appliquons les résultats d’un article précédent au domaine des fonctions différentiables. Nous obtenons en particulier des théorèmes de division et des théorèmes de fonctions composées.
Applications harmoniques stables dans
Applications holomorphes de domaines disqués non bornés.
We give several extensions to unbounded domains of the following classical theorem of H. Cartan: A biholomorphism between two bounded complete circular domains of Cn which fixes the origin is a linear map. In our paper, pseudo-convexity plays a main role. Some precise study is done for the case of dimension two and the case where one of the domains is Cn.
Applications of Functional Analysis to the Solution of Power Series Equations.
Applications of the Kähler-Einstein-Calabi-Yau Metric to Moduli of K3 Surfaces.
Applications polynômiales à jacobienne constante
Applications polynomiales et applications entières dans les espaces vectoriels topologiques
Approximate roots of pseudo-Anosov diffeomorphisms
The Root Conjecture predicts that every pseudo-Anosov diffeomorphism of a closed surface has Teichmüller approximate th roots for all . In this paper, we replace the Teichmüller topology by the heights-widths topology – that is induced by convergence of tangent quadratic differentials with respect to both the heights and widths functionals – and show that every pseudo-Anosov diffeomorphism of a closed surface has heights-widths approximate th roots for all .
Approximate solutions of equations defined by complex spherical multiplier operators.
Approximation and cohomology vanishing properties of low-dimensional compact sets in a Stein manifold.