Affine coordinates for Teichmüller spaces.
Affine Gelfand-Dickey Brackets and Holomorphic Vector Bundles.
Affine simplices in Oka manifolds.
Affine Structures on Compact Complex Manifolds.
Ahlfors’ currents in higher dimension
We consider a nondegenerate holomorphic map where is a compact Hermitian manifold of dimension larger than or equal to and is an open connected complex manifold of dimension . In this article we give criteria which permit to construct Ahlfors’ currents in .
Alcune proprietà delle varietà algebriche reali
Alexander's capacity for intersections of ellipsoids in .
Algebraic and analytic cohomology of quasiprojective varieties.
Algebraic approximation in analytic geometry.
Algebraic approximation of manifolds and spaces
Algebraic Characterization of Symmetrie Complex Banach Manifolds.
Algebraic Cycles as Residues of Meromorphic Forms.
Algebraic degrees for iterates of meromorphic self-maps of Pk.
We first introduce the class of quasi-algebraically stable meromorphic maps of Pk. This class is strictly larger than that of algebraically stable meromorphic self-maps of Pk. Then we prove that all maps in the new class enjoy a recurrent property. In particular, the algebraic degrees for iterates of these maps can be computed and their first dynamical degrees are always algebraic integers.
Algebraic dependences of meromorphic mappings sharing few moving hyperplanes
We study algebraic dependences of three meromorphic mappings which share few moving hyperplanes without counting multiplicity.
Algebraic Dimension of Twistor Spaces.
Algebraic dimension of twistor spaces and scalar curvature of anti-self-dual metrics.
Algebraic estimates, stability of local zeta functions, and uniform estimates for distribution functions.
Algebraic families of smooth hyperbolic surfaces of low degree in P3C.
Algebraic foliations defined by complete vector fields
The aim of this note is to give a clearer and more direct proof of the main result of another paper of the author. Moreover, we give some complementary results related to R-complete algebraic foliations with R a rational function of type ℂ*.
Algebraic geometry and local differential geometry