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" Stochastic optimal control : "


Document Type : BL
Record Number : 993922
Doc. No : b748292
Main Entry : Bertsekas, Dimitri P.
Title & Author : Stochastic optimal control : : the discrete time case /\ Dimitri P. Bertsekas and Steven E. Shreve.
Publication Statement : Belmont, Mass. :: Athena Scientific,, ©1996.
Series Statement : Optimization and neural computation series
Page. NO : xiii, 323 pages ;; 24 cm.
ISBN : 1886529035
: : 9781886529038
Bibliographies/Indexes : Includes bibliographical references (pages 312-315) and index.
Contents : 1. Introduction -- Part I. Analysis of dynamic programming models -- 2. Monotone mappings underlying dynamic programming models -- 3. Finite horizon models -- 4. Infinite horizon models under a contraction assumption -- 5. Infinite horizon models under monotonicity assumptions -- 6. A generalized abstract dynamic programming model -- Part II. Stochastic optimal control theory -- 7. Borel spaces and their probability measures -- 8. The finite horizon Borel model -- 9. The infinite horizon Borel models -- 10. The imperfect state information model -- 11. Miscellaneous -- Appendixes: -- A. The outer integral -- B. Additional measurability properties of Borel spaces -- C. The Hausdorff metric and the exponential topology.
Subject : Dynamic programming.
Subject : Measure theory.
Subject : Stochastic processes.
Subject : DISCRETE FUNCTIONS.
Subject : Dynamic programming.
Subject : DYNAMIC PROGRAMMING.
Subject : MEASURE AND INTEGRATION.
Subject : Measure theory.
Subject : Optimierung
Subject : Stochastic processes.
Subject : STOCHASTIC PROCESSES.
Subject : Stochastischer Prozess
Dewey Classification : ‭519.7/03‬
LC Classification : ‭T57.83‬‭.B49 1996‬
NLM classification : ‭QH 400‬rvk
: ‭QH 400.‬rvk
Added Entry : Shreve, Steven E.
copyhttps://lib.clisel.com/site/catalogue/993922
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