Inventory Control and Water StorageAndrás Prékopa |
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András Prékopa. A. Prékopa , Stochastic programming models for inventory control and water storage problems .. 229 A. Salamin , Time series investigations of rainfall as the input of storage models .... 247 M. Scott , Storage ...
András Prékopa. A. Prékopa , Stochastic programming models for inventory control and water storage problems .. 229 A. Salamin , Time series investigations of rainfall as the input of storage models .... 247 M. Scott , Storage ...
Page 244
... stochastic programming , Acta Math . , Szeged , 35 ( 1971 ) , 301-316 . 4 ] A. Prekopa , Contributions to the theory of stochastic programming , Mathematical Programming ( to appear ) . [ 5 ] A. Prékopa , On probabilistic constrained ...
... stochastic programming , Acta Math . , Szeged , 35 ( 1971 ) , 301-316 . 4 ] A. Prekopa , Contributions to the theory of stochastic programming , Mathematical Programming ( to appear ) . [ 5 ] A. Prékopa , On probabilistic constrained ...
Page 245
... stochastic programming , Math . Operationsforschung und Statistik ( to appear ) . [ 7 ] A. Prékopa , Reliability type inventory models based on stochastic programming , Mathematische Operationsforschung und Statistik ( to appear ) . [ 8 ] ...
... stochastic programming , Math . Operationsforschung und Statistik ( to appear ) . [ 7 ] A. Prékopa , Reliability type inventory models based on stochastic programming , Mathematische Operationsforschung und Statistik ( to appear ) . [ 8 ] ...
Contents
PREFACE | 6 |
B Djordjević S Opricović Optimizing the exploitation of | 61 |
J Gani J Matthews Recent results in first emptiness problems | 73 |
Copyright | |
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Common terms and phrases
a-service level amount of water asymptotic B₁ Bestellperiode Bestellregeln C₁ c₂ COLLOQUIA MATHEMATICA SOCIETATIS CONTROL AND WATER cost function D₂ decision rule defined denote determined distribution function Eingabe equation expected value Gesamtvorräte given GYŐR HUNGARY Hence Hurst independent inputs interval INVENTORY CONTROL inventory models K₁ Lake Balaton logarithmic concave logarithmic concave function logarithmic concave measure m₁ Markov Markov chain MATHEMATICA SOCIETATIS JÁNOS matrix normal normal distribution obtain optimal optimale optimalen Optimalplanung P₁ parameters pk,m Prob probability distribution problem quantity queue rainfall rainy period random variables rates of convergence reservoir manager S₁ S₂ sequence SOCIETATIS JÁNOS BOLYAI standard articles statistical stochastic process stochastic programming storage article Theorem theory tion Tiszalök users values volkswirtschaftlichen Vorräte Vorratsproportionierung Vorratswirtschaft warehouse water demand water resource WATER STORAGE water-level x₁ x₂