Finite-dimensional nonlinear output feedback dynamic games and bounds for sector nonlinearities
Date
1999Source
IEEE Transactions on Automatic ControlVolume
44Issue
9Pages
1753-1759Google Scholar check
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In general, nonlinear output feedback dynamic games are infinite-dimensional. This paper treats a class of minimax games when the nonlinearities enter the dynamics of the unobservable states. An information state approach is introduced to recast these games as one of full information in infinite dimensions. Explicit solutions of the first-order partial differential information state equation are derived in terms of a finite-number of sufficient statistics. When the nonlinearities are sector bounded, suboptimal finite-dimensional strategies are derived.
DOI
10.1109/9.788547Collections
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