We discuss the versatility of differential game theory in the derivation of optimally disturbance attenuating controllers for linear (continuous-) time varying systems under various measurement schemes. These include ...
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ISBN:
(纸本)3540537872
We discuss the versatility of differential game theory in the derivation of optimally disturbance attenuating controllers for linear (continuous-) time varying systems under various measurement schemes. These include the perfect state, delayed state, sampled state measurements, and a particular partial state information pattern. In each case we obtain a characterization of the optimal or suboptimal controller, and determine the corresponding minimax attenuation level.
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