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Wiley - Introduction to Logistics Systems Planning and Control.pdf

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Wiley - Introduction to Logistics Systems Planning and Control.pdf

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文档介绍

文档介绍:TLFeBOOK
Introduction to Logistics Systems Planning and Control
TLFeBOOK
WILEY-INTERSCIENCE SERIES IN SYSTEMS AND OPTIMIZATION
Advisory Editors
Sheldon Ross
Department of Industrial Engineering and Operations Research, University of California,
Berkeley, CA 94720, USA
Richard Weber
Statistical Laboratory, Centre for Mathematical Sciences, Cambridge University,
Wilberforce Road, Cambridge CB3 0WB
BATHER – Decision Theory: An Introduction to Dynamic Programming and Sequential
Decisions
CHAO/MIYAZAWA/PINEDO – works: Customers, Signals and Product Form
Solutions
COURCOUBETIS/WEBER – works: Economics, Technology
and Modelling
DEB – Multi-Objective Optimization using Evolutionary Algorithms
GERMAN – Performance Analysis munication Systems: Modeling with
Non-Markovian Stochastic s
GHIANI/LAPORTE/MUSMANNO – Introduction to Logistics Systems Planning and
Control
KALL/WALLACE – Stochastic Programming
KAMP/HASLER – Recursive works for Associative Memory
KIBZUN/KAN – Stochastic Programming Problems with Probability and Quantile Functions
RUSTEM – Algorithms for Nonlinear Programming and Multiple-Objective Decisions
WHITTLE – Optimal Control: Basics and Beyond
WHITTLE – s and Chaotic Carriers
The concept of a system as an entity in its own right has emerged with increasing force in the
past few decades in, for example, the areas of electrical and control engineering, economics,
ecology, urban structures, automation theory, operational research and industry. The more
definite concept of a large-scale system is implicit in these applications, but is particularly
evident in such fields as the study works, works, and neural
networks. The Wiley-Interscience Series in Systems and Optimization has been established
to serve the needs of researchers in these rapidly developing fields. It is intended for works
concerned with the developments in quantitative systems theory, applications of such theory
in areas of interest, or

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