Arthur J. Krener
Published 2020-03-06Version 1
In 1961 E. G. Albrekht presented a method for the optimal stabilization of smooth, nonlinear, finite dimensional, continuous time control systems. This method has been extended to similar systems in discrete time and to some stochastic systems in continuous and discrete time. In this paper we extend Albrekht's method to the optimal stabilization of some smooth, nonlinear, infinite dimensional, continuous time control systems whose nonlinearities are described by Fredholm integral operators.
Non-zero-sum stopping games in discrete time
Optimal Stabilization using Lyapunov Measures
Transfer Operator Based Approach for Optimal Stabilization of Stochastic System
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