Sur les ensembles analytiques à singularités données a priori.
Wiązki liniowe (I)
The article contains no abstract
Wiązki liniowe (II)
The article contains no abstract
When is a complex elliptic curve the product of two real algebraic curves?
Realization of homotopy classes by algebraic mappings.
Sur les exposants de Lojasiewicz.
Nonisomorphic algebraic models of a smooth manifold.
Real algebraic hypersurfaces in complex projective varieties.
On polynomial mappings into spheres
Approximation of holomorphic maps by algebraic morphisms
Let X be a nonsingular complex algebraic curve and let Y be a nonsingular rational complex algebraic surface. Given a compact subset K of X, every holomorphic map from a neighborhood of K in X into Y can be approximated by rational maps from X into Y having no poles in K. If Y is a nonsingular projective complex surface with the first Betti number nonzero, then such an approximation is impossible.
Morphisms, line bundles and moduli spaces in real algebraic geometry
On Equivalence of Ideals of Real Global Analytic Functions and the 17th Hilbert Problem.
On Algebraicity of Global Real Analytic Sets and Functions
Equivalence of analytic and rational functions
We give a criterion for a real-analytic function defined on a compact nonsingular real algebraic set to be analytically equivalent to a rational function.
Le théorème des zéros pour les variétés analytiques réelles de dimension
Polynomial mappings form products of algebraic sets into spheres.
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