Download e-book for iPad: Decision & Control in Management Science: Essays in Honor of by Alain Haurie (auth.), Georges Zaccour (eds.)

By Alain Haurie (auth.), Georges Zaccour (eds.)

ISBN-10: 144194995X

ISBN-13: 9781441949950

ISBN-10: 1475735618

ISBN-13: 9781475735611

Decision & regulate in administration Science analyzes rising determination difficulties within the administration and engineering sciences. it's divided into 5 elements. the 1st half explores methodological matters occupied with the optimization of deterministic and stochastic dynamical platforms. the second one half describes techniques to the version power and environmental structures and attracts coverage implications regarding the mitigation of pollution. The 3rd half applies quantitative strategies to difficulties in finance and economics, similar to hedging of thoughts, inflation concentrating on, and equilibrium asset pricing. The fourth half considers a sequence of difficulties in creation structures. Optimization equipment are recommend to supply optimum rules in components akin to stock administration, transfer-line, flow-shop and different commercial difficulties. The final half covers video game concept. Chapters variety from theoretical concerns to functions in politics and interactions in franchising platforms.
Decision & keep an eye on in administration Science is a superb reference protecting methodological concerns and functions in operations learn, optimum keep watch over, and dynamic games.

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Extra resources for Decision & Control in Management Science: Essays in Honor of Alain Haurie

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3. , :E2 : {X(t) = A(rt, t)x(t) + Ad(rt, t)x(t - T(rt)) + B(rt, t)u(t), x(s) =

Editors, Control and Game- Theoretic Models of the Environment, volume 2 of Annals of the International Society of Dynamic Games, pages 3-23. Birkhäuser, Boston. [47] Howard, R. (1960). Dynamic Programming and Markov Processes. MIT press, Cambridge, Mass. [48] Isaacs, R. (1964). Differential Games. J. Wiley, New York. [49] Lee, E. and Markus, L. (1967) Foundations of Optimal Control Theory. Wiley, New-York. [50J Leitmann, G. (1966). An Introduction to Optimal Control. McGrawHill, New-York. [51] Leizarowitz, A.

In Ba§ar, T. , editors, Differential Games and Applications, volume 119 of Lecture Notes in Control and Information Sciences. [32] Raurie, A. (1995). Environmental coordination in dynamic oligopolistic markets. Group Decision and Negotiation, 4:39-57. [33] Haurie, A. and Hung, N. (1976). Further aspects of turnpike theory in continuous time with applicatio,ns. Journal of Dynamic Systems, Measurement and Control, 98. [34] Haurie, A. and L'Ecuyer, P. (1986). Approximation and bounds in discrete event dynamic programming.

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Decision & Control in Management Science: Essays in Honor of Alain Haurie by Alain Haurie (auth.), Georges Zaccour (eds.)

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