Ergodicity for infinite dimensional systems

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Ergodicity for infinite dimensional systems / G. Da Prato, J. Zabczyk

資料種別:

図書

出版情報:

Cambridge ; New York : Cambridge University Press, 1996

形態:

xi, 339 p. ; 23 cm

シリーズ名:

London Mathematical Society lecture note series ; 229 <BA0005393X>

著者名:

ISBN:

9780521579001 [0521579007] (: pbk)

書誌ID:

BA27741354

子書誌情報

フルテキスト

所蔵情報

他の版・巻

書誌詳細

注記:

Includes bibliographical references (p. 321-337) and index

主題:

Differentiable dynamical systems; Ergodic theory; Stochastic partial differential equations--Asymptotic theory

言語:

英語

目次情報:

Markovian Dynamical Systems / Part I：

General dynamical systems / 1：

Canonical Markovian systems / 2：

Ergodic and mixing measures / 3：

Regular Markovian systems / 4：

Invariant Measures For Stochastics For Evolution Equations / Part II：

Stochastic differential equations / 5：

Existence of invariant measures / 6：

Uniqueness of invariant measures / 7：

Densities of invariant measures / 8：

Invariant Measures For Specific Models / Part III：

Ornstein-Uhlenbeck processes / 9：

Stochastic delay systems / 10：

Reaction-diffusion equations / 11：

Spin systems / 12：

Systems perturbed through the boundary / 13：

Burgers equation / 14：

Navier-Stokes equations / 15：

Appendices

Markovian Dynamical Systems / Part I：

General dynamical systems / 1：

Canonical Markovian systems / 2：

Ergodic and mixing measures / 3：

Regular Markovian systems / 4：

Invariant Measures For Stochastics For Evolution Equations / Part II：

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