cam a22 u 4500 279847289 CHVBK 20201020194932.0 130818s1978 xxk 00 eng d 0-471-99531-2 (IDSBB)000188247 (NEBIS)001805919 (RERO)R003042645 (ALEX)999714684101791 SzZuIDS BS/BE A125 ger kids xxk xxu s1se rero 510 15 Hastings Nicholas A. J. 1937- (DE-588)140495762 Decision networks N. A. J. Hastings and J. M. C. Mello Chichester John Wiley [1978] © 1978 v. cm A Wiley-interscience publication Wiley-Interscience Publication References and bibliography The First Part of the Book is engaged in deterministic models, E.G. Shortest-path problems or the warehouse Problem are worked out. The recursive Character of bellman's optimallity principle is First of all illustrated by numerical examples whereas the formal concept of solution is given Supplementary. - When useful, this Way of presentation is also maintained in the Second Part of the Book, which deals with Stochastic models. But of course, E.G. when treating Markov decision processes, a more formal Manner of Representation is unavoidable. Infinite Stage problems are considered both with and without discounting, in the latter case the Average return Criterion is used. s Lehrmittel alex midonas s Netzwerke alex midonas s Entscheidungsprozesse alex midonas Mello J. M. C. BK020000 XK020000 XK020000 mt SzZuIDS BS/BE RERO RE01003 RE01003 RE010030001 ISES K-09*170 ALEX BIG BIG BIG VTG 2 51 2924 Magazin1 IDSBB A100 A100 MAG UBH Pb 49502 Akz: ba/ibwi/u / i/2009/A125 NEBIS E01 E01 MG BWI 2942 IDSBB 100 1- Hastings Nicholas A. J. 1937- (DE-588)140495762 IDSBB 490 0- A Wiley-interscience publication IDSBB 700 1- Mello J. M. C. NEBIS 700 1- Mello J.M.C. NEBIS 700 1- Hastings N.A.J. RERO 100 1- Hastings Nicholas A.J. (RERO)A006292066 cre RERO 700 1- Mello João Manuel Cardoso de (IDREF)168447193 ALEX 100 1- Hastings N.A.C. ALEX 700 1- Mello J.M.C.