Format:
Online-Ressource
ISBN:
9783642109454
Series Statement:
C.I.M.E. Summer Schools 21
Content:
Lectures: P.R. Halmos: Entropy in ergodic theory.- E. Hopf: Some topics of ergodic theory.- J.L. Massera: Les quations diff rentielles lin aires dans les espaces de Banach.- Seminars: L. Amerio: Funzioni quasi-periodiche astratte e problemi di propagazione.- L. Markus: Sistemi dinamici con stabilit strutturale.- G. Prodi: Teoremi erodici per le equazioni di idrodinamica.- A.N. Feldzamen: The Alexandra Ionescu-Tulcea proof of McMillan?'s theorem
Note:
Description based upon print version of record
,
Sistemi dinamici e teoremi ergodici; Copyright Page; Contents; Entropy in Ergodic Theory; Preface; Chapter I. Conditional Expectation; Chapter II. Information; Chapter III. Entropy; Chapter IV. Application; Some Topics of Ergodic Theory; Introduction; 1a. The Ergodic Theorem for Positive Linear Operators; 1b. Implications of the Ergodic Theorem; 1c. The Work of Chacon and Ornstein. Proof of the Second Ergodic Theorem; 1d. Conservative and Dissipative Part of a Mareov Process; 2a. Twodimensional-Ryperbolic Geometry; 2b. Complete Surfaces (gamma) of Constant Negative Curvature
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2c. The Two Classes of Surfaces (gamma)2d. Ergodic Theory and the Two Classes of Surfaces (gamma); 2e. Additional Results and Problems; References; Les Equations Differentielles Lineaires Dans Les Espaces De Banach; Introduction; Espaces Fonctionnels; Admissibilite'; Dichotomies; Theoremes Fondamentaux; Autres Resultats; Bibliographie; Funzioni Quast-Periodiche Astratte e Problemi di Propagazions; Sistemi Dinamici con Stabilita' Strutturale; Esempi e Definizioni; Schema Della Teoria; Proprieta'; Applicazioni; Untitled; Teoremi Ergodici per le Equazioni Della Idrodinamica; Bibliografia
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The Alexandra Ionescu Tulcea Proof of McMillian's Theorem
Language:
Italian
Keywords:
Electronic books
