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In this paper we focus on robust linear optimization problems with uncertainty regions defined by ø-divergences (for example, chi-squared, Hellinger, Kullback-Leibler). We show how uncertainty regions based on ø-divergences arise in a natural way as confidence sets if the uncertain parameters...
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Linear decision rules for controlling complex systems are often obtained by matrix inversion, but transform methods … offer an alternative approach that yields insights into the structure of the decision problem of maximizing expected payoffs …
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