Iteration theory, compactly divergent sequences and commuting holomorphic maps

Marco Abate

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Continuous dynamical systems on Taut complex manifolds

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Some open problems in higher dimensional complex analysis and complex dynamics.

John Erik Fornaess, Nessim Sibony (2001)

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We present a collection of problems in complex analysis and complex dynamics in several variables.

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Envelopes of holomorphy in $ℂ^{2}$

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Concerning the envelope of holomorphy of a compact differentiable submanifold of a complex manifold

R. O., Jr. Wells (1969)

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On invariant domains in certain complex homogeneous spaces

Xiang-Yu Zhou (1997)

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Given a compact connected Lie group $K$ . For a relatively compact $K$ -invariant domain $D$ in a Stein $K^{ℂ}$ -homogeneous space, we prove that the automorphism group of $D$ is compact and if $K$ is semisimple, a proper holomorphic self mapping of $D$ is biholomorphic.

Displaying similar documents to “Iteration theory, compactly divergent sequences and commuting holomorphic maps”

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Envelopes of holomorphy in $ℂ^{2}$