Présence de l'oeuvre de P. Lelong dans les grands thèmes de recherche d'aujourd'hui.- Bibliographic de P. Lelong.- Wiener's type sufficient conditions in ?N.- On the Ohsawa-Takegoshi-Manivel L2 extension theorem.- A geometrical application of the product of two positive currents.- Hypoellipticity: geometrization and speculation.- Moment problems for weighted Bergman kernels.- On the Bergman metric near a plurisubharmonic barrier point.- On the vanishing order of a holomorphic germ along a complex analytic germ in ?n.- Stationary curves and complete integrability in the complex domain.- The Malgrange vanishing theorem with support conditions.- Mesures orthogonales à support compact de longueur finie et applications.- Convexity and Hartogs' theorem in some open subset of a projective manifold.- Pointwise support functions for convex domains of finite type.- Un exemple d'obstruction géométrique à l'extension des fonctions holomorphes bornées.- Potential theory on complex dynamics: regular polynomial mappings of ?k.- Boundaries of Levi-flat hypersurfaces of ?2.- Une démonstration directe de la densité des cycles répulsifs dans l'ensemble de Julia.- Embeddings for 3-dimensional CR-manifolds.- List of Problems.
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This collection of 18 research papers, dedicated to Pierre Lelong, describes the state of the art on representative problems of complex analysis and geometry. The book opens with an exposition of the achievements of Pierre Lelong on plurisubharmonic functions, closed positive currents, and their further study by other mathematicians. Moreover, a list of eleven open problems is given. All other contributions contain new results related, for example, to the following items: - Capacities, product of positive currents, L2 extension theorems, Bergman kernels and metrics, new properties of convex domains of finite type - Non-compact boundaries of Levi-flat hypersurfaces of C2, compact boundary problems as application of compactly supported measures orthogonal to polynomials, Hartogs' theorem on some open subsets of a projective manifold, Malgrange vanishing theorem with support conditions - Embeddings for 3-dimensional CR-manifolds, geometrization of hypoellipticity, stationary complex curves and complete integrability - Regular polynomial mappings of Ck in complex dynamics, a direct proof of the density of repulsive cycles in the Julia set. The book is aimed at researchers and advanced graduate students in complex and real analysis, algebraic geometry and number theory.
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Buch. Zustand: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -This collection of 18 research papers, dedicated to Pierre Lelong, describes the state of the art on representative problems of complex analysis and geometry. The book opens with an exposition of the achievements of Pierre Lelong on plurisubharmonic functions, closed positive currents, and their further study by other mathematicians. Moreover, a list of eleven open problems is given. All other contributions contain new results related, for example, to the following items: - Capacities, product of positive currents, L2 extension theorems, Bergman kernels and metrics, new properties of convex domains of finite type - Non-compact boundaries of Levi-flat hypersurfaces of C2, compact boundary problems as application of compactly supported measures orthogonal to polynomials, Hartogs' theorem on some open subsets of a projective manifold, Malgrange vanishing theorem with support conditions - Embeddings for 3-dimensional CR-manifolds, geometrization of hypoellipticity, stationary complex curves and complete integrability - Regular polynomial mappings of Ck in complex dynamics, a direct proof of the density of repulsive cycles in the Julia set. The book is aimed at researchers and advanced graduate students in complex and real analysis, algebraic geometry and number theory. 241 pp. Englisch. Bestandsnummer des Verkäufers 9783764363529
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Buch. Zustand: Neu. Druck auf Anfrage Neuware - Printed after ordering - This collection of 18 research papers, dedicated to Pierre Lelong, describes the state of the art on representative problems of complex analysis and geometry. The book opens with an exposition of the achievements of Pierre Lelong on plurisubharmonic functions, closed positive currents, and their further study by other mathematicians. Moreover, a list of eleven open problems is given. All other contributions contain new results related, for example, to the following items: - Capacities, product of positive currents, L2 extension theorems, Bergman kernels and metrics, new properties of convex domains of finite type - Non-compact boundaries of Levi-flat hypersurfaces of C2, compact boundary problems as application of compactly supported measures orthogonal to polynomials, Hartogs' theorem on some open subsets of a projective manifold, Malgrange vanishing theorem with support conditions - Embeddings for 3-dimensional CR-manifolds, geometrization of hypoellipticity, stationary complex curves and complete integrability - Regular polynomial mappings of Ck in complex dynamics, a direct proof of the density of repulsive cycles in the Julia set. The book is aimed at researchers and advanced graduate students in complex and real analysis, algebraic geometry and number theory. Bestandsnummer des Verkäufers 9783764363529
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