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Programming under uncertainty: The complete problem
Authors:Roger Wets
Affiliation:1. Mathematics Research Laboratory Boeing Scientific Research Laboratories, POB 3981, 98124, Seattle, Washington, USA
Abstract:We define the complete problem of a two-stage linear programming under uncertainty, to be:
$$begin{gathered} Minimize z(x) = E_xi { cx + q^ + y^ + + q^ - y^ - } hfill subject to Ax = b hfill Tx + Iy^ + + Iy^ - = xi hfill x geqq 0,y^ + geqq 0,y^ - geqq 0 hfill end{gathered} $$
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