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Complex Analysis and Dynamical Systems.

Agranovsky, Mark.

Complex Analysis and Dynamical Systems. - 1st ed. - 1 online resource (278 pages) - Contemporary Mathematics ; v.364 . - Contemporary Mathematics .

Intro -- Contents -- Preface -- Program -- List of Participants -- Remarks on the "Asymptotic Maximum Principle -- Some coefficient estimates for Hp functions -- A statistical model of Riemann surfaces -- Holomorphic retracts in domains with the locally uniformly linearly convex Kobayashi distance -- Common fixed points of holomorphic mappings and retracts of B∞H -- Dynamics of spirallike functions -- Invertibility preserving linear maps of Banach algebras -- The dynamical zeta function and transfer operators for the Kac-Baker model -- On operator matrices generating linear fractional maps of operator balls -- Long-time asymptotics with geometric singularities in the spatial variables -- Grunsky inequalities of higher rank with applications to complex geometry and function theory -- Asymptotic behaviour of the conformal representation of a Jordan domain with a small hole, and relative capacity -- Singular continuous spectrum for certain quasicrystal Schrödinger operators -- Measures orthogonal to the gradients of harmonic functions -- Q-homeomorphisms -- Dynamic methods in the general theory of Cauchy type functional equations -- Exponential estimates for eigenfunctions of Schrödinger operators with rapidly increasing and discontinuous potentials -- A porosity result for attracting mappings in hyperbolic spaces -- Some properties of the quaternionic Cauchy-type integral for a piece-wise Liapunov surface of integration.

9780821879542


Mathematical analysis -- Congresses.
Differentiable dynamical systems -- Congresses.


Electronic books.

QA299.6 -- .I55 2001eb

515

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