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Math and StatisticsTheoretical Mathematics

Decentralized Control and Multicriterion Decision Making.

Authors: Peter Michael Walsh; ILLINOIS UNIV AT URBANA-CHAMPAIGN DECISION AND CONTROL LAB
Abstract:
This report examines issues arising from the presence of conflicting goals among decentralized controllers. Of primary interest is the role that the Stackelberg strategy can play in the decentralized control problem. A sampled data Stackelberg coordination scheme is developed in which both conceptual and computational issues are dealt with. Conditions which are sufficient for guaranteeing the existence of a stabilizing Stackelberg equilibrium solution are derived for a simple form of the Stackelberg strategy. Also, the role that the information structure can play in the decentralized control problem is demonstrated and a form of the Stackelberg strategy is developed for designing improved information structures. (Author)

Description: Doctoral thesis
Pages: 93
Report Date: DEC 1979
Contract Number: DAAG2978C0016, N0001479C0424
Report Number: A502580

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Keywords relating to this report:
*CONTROL THEORY
*DECISION MAKING
DECENTRALIZATION
EIGENVALUES
GAME THEORY
MATRICES_MATHEMATICS_
OPTIMIZATION
RICCATI EQUATION
STRATEGY
THESES
VARIATIONAL METHODS
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