A gametheoretic approach for non-uniform pole shifting and pole homothety
Copyright policy )A gametheoretic approach for non-uniform pole shifting and pole homothety
This paper investigates the problems of non-uniform pole shifting or pole homothety in multivariable linear systems by using a gametheoretic approach and more specifically a particular Nash strategy with an open-loop information structure for a game including a time preference rate in the quadratic criteria. Such a result is possible due to properties of non-symmetric Algebraic Riccati equations associated with an open-loop Nash strategy. Numerical examples allow to illustrate the efficiency of the proposed approach.
Pole homothety, [SPI.AUTO] Engineering Sciences [physics]/Automatic, Pole shifting, Nash strategy, Coupled algebraic Riccati equations, Game theory
Pole homothety, [SPI.AUTO] Engineering Sciences [physics]/Automatic, Pole shifting, Nash strategy, Coupled algebraic Riccati equations, Game theory
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