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- W834590648 abstract "In financial, medical, and engineering sciences, as well as in artificial intelligence, variants (or generalizations) of the following discrete-time optimal control problem arise quite frequently: a system, characterized by its state-transition function xt+1 = f (xt ,ut), xt ∈ X , ut ∈ U, f : X ×U → X , should be controlled by using a policy ut = h(t,xt), h : {0, . . . ,T − 1}×X →U so as to maximize a cumulated reward ∑T−1 t=0 ρ(xt ,ut), ρ : X ×U → R over a finite horizon T ∈ N." @default.
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- W834590648 date "2009-01-01" @default.
- W834590648 modified "2023-09-27" @default.
- W834590648 title "Inferring bounds on the performance of a control policy from a sample of one-step system transitions" @default.
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