Strong Stable Markov Chains

Strong Stable Markov Chains

$252.00

Publication Date: 1st August 1996

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Description
No detailed description available for "Strong Stable Markov Chains".
Details
  • Price: $252.00
  • Pages: 138
  • Publisher: De Gruyter
  • Imprint: De Gruyter
  • Publication Date: 1st August 1996
  • Illustration Note: Num. figs.
  • ISBN: 9783110460261
  • Format: Hardcover
  • BISACs:
    MATHEMATICS / Probability & Statistics / General
Table of Contents
Frontmatter -- Contents -- Preface -- Chapter I.Uniformly ergodic and strong stable markov chains -- Chapter II. Criteria for the uniform ergodicity and its properties -- Chapter III. Uniform estimates of convergence in ergodic and stability theorems -- Chapter IV. Asymptotic expansions in ergodic and stability theorems -- Chapter V. Strong stability and induced norm of perturbation -- Chapter VI. Uniform consolidation theorems -- Chapter VII. Estimates of the exponential asymptotic of markov moments -- Chapter VIII. Stability of waiting times in a queuing system -- Chapter IX. Inequalities in renyi's theorem -- Chapter X. Bibliographical notes -- References
No detailed description available for "Strong Stable Markov Chains".
  • Price: $252.00
  • Pages: 138
  • Publisher: De Gruyter
  • Imprint: De Gruyter
  • Publication Date: 1st August 1996
  • Illustrations Note: Num. figs.
  • ISBN: 9783110460261
  • Format: Hardcover
  • BISACs:
    MATHEMATICS / Probability & Statistics / General
Frontmatter -- Contents -- Preface -- Chapter I.Uniformly ergodic and strong stable markov chains -- Chapter II. Criteria for the uniform ergodicity and its properties -- Chapter III. Uniform estimates of convergence in ergodic and stability theorems -- Chapter IV. Asymptotic expansions in ergodic and stability theorems -- Chapter V. Strong stability and induced norm of perturbation -- Chapter VI. Uniform consolidation theorems -- Chapter VII. Estimates of the exponential asymptotic of markov moments -- Chapter VIII. Stability of waiting times in a queuing system -- Chapter IX. Inequalities in renyi's theorem -- Chapter X. Bibliographical notes -- References