# Optimal Stopping Rules. Applications of Mathematics 8 epub download

### by A. N. Shiryaev

Optimal Stopping Rules. The area of application of the Optimal Stopping Theory is very broad.

Optimal Stopping Rules. Reprinted as a result of popular demand. The "ground floor" of Optimal Stopping Theory was constructed by . ald in his sequential analysis in connection with the testing of statistical hypotheses by non-traditional (sequential) methods.

Optimal Stopping and Free. has been added to your Cart. Series: Lectures in Mathematics. Hardcover: 502 pages. Stochastic Differential Equations: An Introduction with Applications (Universitext).

Series: Applications of Mathematics 8. Price: 9. 0. Series: Applications of Mathematics 8.

oceedings{Bather1980OptimalSR, title {Optimal Stopping Rules}, author {J. Boris Rozovsky, Alexander G. Tartakovsky, +4 authors Veeravalli. A. Bather and Albert N. Shiryaev}, year {1980} }. J. Bather, Albert N. Shiryaev.

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Stochastic Modelling and Applied Probability, Volume 8. by Albert N. Details (if other): Cancel. To ask other readers questions about Optimal Stopping Rules. Stochastic Modelling and Applied Probability, Volume 8. Lists with This Book.

US $ 1. 0 (Applications of Mathematics 3)Documents Shiryayev, A. Optimal Stopping Rules. of Mathematics 8. w York, Springer-Verlag 1978. X, 217 . 7 Ab. DM 54,–. 0 (Applications of Mathematics 3)Documents. Macki, . Strauss, . Introduction to Optimal Control Theory. w York, Springer-Verlag 1982. Shiryayev, A.

Decisions, 26:4 (2008), 289–302.

Although three decades have passed since the first publication of this book, it is reprinted now as a result of popular demand. The author is one of the leading experts of the field and gives an authoritative treatment of a subject.

One of the most advanced aspects of this theory is the theory of optimal stopping rules, the development of. .

One of the most advanced aspects of this theory is the theory of optimal stopping rules, the development of which was considerably stimulated by A. Wald, whose Sequential ~nal~sis' was published in 1947. By the sequential method, as applied to the problem of testing two simple hypotheses, we mean a rule according to which the time at which the observations are terminated is prescribed as well as the terminal decision as to which of the two hypotheses is true.

Optimal stopping and applications. Chapter 1. STOPPING RULE PROBLEMS

Optimal stopping and applications. STOPPING RULE PROBLEMS.

**ISBN13:** 978-0387902562

**ISBN:** 0387902562

**Author: ** A. N. Shiryaev

**Category: ** Math and Science

**Subcategory: ** Mathematics

**Language: ** English

**Publisher: ** Springer; 1st edition (March 28, 1978)

**Pages: ** 217 pages

**ePUB size:** 1405 kb

**FB2 size:** 1139 kb

**Rating: ** 4.6

**Votes: ** 933

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