Proof of a weaker version of the duality theorem show that
(Proof of a Weaker Version of the Duality Theorem) Show that if the primal problem is feasible and the intervals Xij are compact, then the optimal primal and dual costs are equal (even though the dual problem may not have an optimal solution)
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proof of a weaker version of the duality theorem show that if the primal problem is feasible and the intervals xij are
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