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Motions of Julia sets and dynamical stability in several complex variables
, 2016Dans cette thèse, on s'intéresse aux systèmes dynamiques holomorphes dépendants de paramètres. Notre objectif est de contribuer à une théorie de la stabilité et des bifurcations en plusieurs variables complexes, généralisant celle des applications ...
Fabrizio Bianchi
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2000
Several Complex Variables is a central area of mathematics with strong interactions with partial differential equations, algebraic geometry, number theory, and differential geometry. The 1995–1996 MSRI program on Several Complex Variables emphasized these interactions and concentrated on developments and problems of interest that capitalize on this ...
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Several Complex Variables is a central area of mathematics with strong interactions with partial differential equations, algebraic geometry, number theory, and differential geometry. The 1995–1996 MSRI program on Several Complex Variables emphasized these interactions and concentrated on developments and problems of interest that capitalize on this ...
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Uniqueness Theorems of Meromorphic Functions and Their Differences in Several Complex Variables
Computational methods in Function Theory, 2021Wan-Hong Wu, T. Cao
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Recent Results in Several Complex Variables and Complex Geometry
Proceedings of the Steklov Institute of Mathematics, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Several Complex Variables and Complex Geometry
1991David E Barrett, Uniqueness for the Dirilchlet problem for harmonic maps from the annulus into the space of planar discs Steve Bell, CR maps between hypersurfaces in Cn Carlos A Berenstein and Alain Yger, Bounds for the degrees in polynomial equations Thomas Bloom, Lagrange interpolants for entire functions on cn Urban Cegrell, An inequality for ...
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Functions of Several Complex Variables
The American Mathematical Monthly, 1945(1945). Functions of Several Complex Variables. The American Mathematical Monthly: Vol. 52, No. 1, pp. 17-27.
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Function Theory of Several Complex Variables
Complex Analysis and Applications, 2019H. Pathak
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On Complex Analysis in Several Variables
1997In one dimension, every domain D ⊂ ℂ1 is a domain of holomorphy, that is, there is a holomorphic function f in D, f ∈ O(D) which cannot be holomorphically extended to larger domain because on the boundary ∂D of D f has a dense set of singularities. This fact was known already to Riemann and Weierstrass. For n > 1 the situation is quite different: Fritz
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