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without that implying the receipt of any reward. Such feedback can also be obtained from the physical environment, for example, when one
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approach for determining locally-optimal control feedback policies for robots with non-linear dynamics and non-quadratic cost functions. Our proposal uses a
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with camera system for monitoring. In the introduction, an analysis of existing constructions is carried out and variants are suggested. On the basis of the analysis
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Method of Log Cumulants (MoLC) and Method of Moments (MoM) are used for parameter estimation of Nakagami distribution and noise free shearlet coefficients respectively. Then noise
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