Ergodich teory / I.P. Kornfeld, S.V. Fomin, Ya. G. Sinai.

Title Ergodich teory / I.P. Kornfeld, S.V. Fomin, Ya. G. Sinai.
Publication Date: 1982
Publication Place New York - Springer-Verlag, [1982].
Subject Ergodic theory, Differentiable dynamical systems
Type Book
Language Arabic
Digital No
Manuscript No
Pages Count 486
Physical Dimensions 25 cm
Library: The Institute for Advanced Study (IAS)
Record ID 3100001~!494~!33
Library Location Math Stacks
Date 1982
Notes Includes bibliographical references (pages 475-482) and index.. 494. x, 486 pages ; 25 cm.
İçindekiler Part I: Ergodicitiy and Mixing. Examples of dynamic systems -- Basic definitions of ergodic theory -- Smooth dynamical systems on smooth manifolds -- Smooth dynamical systems on the torus -- Dynamical systems of algebraic origin -- Interval exchange transformations -- Billiards -- Dynamical systems in number theory -- Dynamical systems in probability theory -- Examples of infinite dimensional dynamical systems -- Part II: Basic constructions of ergodic theory -- Simplest general constructions and elements of entropy theory of dynamical systems -- Special representations of flows -- Part III: Spectral theory of dynamical systems -- Dynamical systems with pure point specturm -- Examples of spectral analysis of dynamical systems -- Spectral analysis of Gauss dynamical systems -- Part IV: Approximation theory of dynamical systems by periodic dynamical systems and some of its applications -- Approximations of dynamical systems -- Special representations and approximations of smooth dynamical systems on the two-dimensional torus -- Appendix I: Lebesgue spaces and measurable partitions -- Appendix 2: Relevant facts from the spectral theory of unitary operators -- Appendix 3: Proof of the Birkhoff-Khinchin theorem -- Appendix 4: Kronecker sets.
ISBN 0387905804, 9780387905808, 3540905804, 9783540905806
Seri Grundlehren der mathematischen Wissenschaften 245, Grundlehren der mathematischen Wissenschaften 245.
View in source The Institute for Advanced Study (IAS) The Institute for Advanced Study (IAS) - Ottoman library catalog search
The Institute for Advanced Study (IAS) - Ottoman library catalog search The Institute for Advanced Study (IAS)

Ergodich teory / I.P. Kornfeld, S.V. Fomin, Ya. G. Sinai.

Publication Date 1982
Publication Place New York - Springer-Verlag, [1982].
Subject Ergodic theory, Differentiable dynamical systems
Type Book
Language Arabic
Digital No
Manuscript No
Pages Count 486
Physical Dimensions 25 cm
Library The Institute for Advanced Study (IAS)
Record ID 3100001~!494~!33
Library Location Math Stacks
Date 1982
Notes Includes bibliographical references (pages 475-482) and index.. 494. x, 486 pages ; 25 cm.
İçindekiler Part I: Ergodicitiy and Mixing. Examples of dynamic systems -- Basic definitions of ergodic theory -- Smooth dynamical systems on smooth manifolds -- Smooth dynamical systems on the torus -- Dynamical systems of algebraic origin -- Interval exchange transformations -- Billiards -- Dynamical systems in number theory -- Dynamical systems in probability theory -- Examples of infinite dimensional dynamical systems -- Part II: Basic constructions of ergodic theory -- Simplest general constructions and elements of entropy theory of dynamical systems -- Special representations of flows -- Part III: Spectral theory of dynamical systems -- Dynamical systems with pure point specturm -- Examples of spectral analysis of dynamical systems -- Spectral analysis of Gauss dynamical systems -- Part IV: Approximation theory of dynamical systems by periodic dynamical systems and some of its applications -- Approximations of dynamical systems -- Special representations and approximations of smooth dynamical systems on the two-dimensional torus -- Appendix I: Lebesgue spaces and measurable partitions -- Appendix 2: Relevant facts from the spectral theory of unitary operators -- Appendix 3: Proof of the Birkhoff-Khinchin theorem -- Appendix 4: Kronecker sets.
ISBN 0387905804, 9780387905808, 3540905804, 9783540905806
Seri Grundlehren der mathematischen Wissenschaften 245, Grundlehren der mathematischen Wissenschaften 245.
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