Relaxations for probabilistically constrained programs with discrete random variables (Q1197883)

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scientific article; zbMATH DE number 91999
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Relaxations for probabilistically constrained programs with discrete random variables
scientific article; zbMATH DE number 91999

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    Relaxations for probabilistically constrained programs with discrete random variables (English)
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    16 January 1993
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    The author suggests a new method providing an outer convex approximation of the (generally nonconvex) set of feasible solutions typical for stochastic linear programs with joint probability constraints and random discretely distributed right-hand sides. The relaxed problems are of the form of linear programs and their optimal values serve as bounds for the optimal value of the original stochastic program.
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    outer convex approximation
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    stochastic linear programs
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    joint probability constraints
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    random discretely distributed right-hand sides
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