Complex Analysis and Geometry

Table of Contents

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   Book Overview
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   Chapter 1 Présence de I’oeuvre de Pierre Lelong dans les grands thèmes de recherches d’aujourd’hui
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   Chapter 2 Wiener’s type sufficient conditions for regularity in ℂ N
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   Chapter 3 On the Ohsawa-Takegoshi-Manivel L 2 extension theorem
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   Chapter 4 A geometrical application of the product of two positive currents
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   Chapter 5 Hypoellipticity: Geometrization and speculation
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   Chapter 6 Moment problems for weighted Bergman kernels
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   Chapter 7 On the Bergman metric near a plurisubharmonic barrier point
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   Chapter 8 On the vanishing order of a holomorphic germ along a complex analytic germ in ℂ n
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    Chapter 9 Stationary curves and complete integrability in the complex domain
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    Chapter 10 The Malgrange vanishing theorem with support conditions
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    Chapter 11 Mesures orthogonales à support compact de longueur finie et applications
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    Chapter 12 Convexity and Hartogs’s theorem in some open subset of a projective manifold
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    Chapter 13 Pointwise nonisotropic support functions on convex domains
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    Chapter 14 Un exemple d’obstruction géométrique à l’extension des fonctions holomorphes bornées
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    Chapter 15 Potential theory in complex dynamics: Regular polynomial mappings of C k
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    Chapter 16 Boundaries of Levi-flat hypersurfaces of ℂ 2
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    Chapter 17 Une démonstration directe de la densité des cycles répulsifs dans l’ensemble de Julia
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    Chapter 18 Embeddings for 3-dimensional CR-manifolds