Consider the inequalities x1 x2 ge 1 x1 - x2 ge 0 with
Consider the inequalities x1 + x2 ≥ 1, x1 - x2 ≥ 0 with each xj ∈ [0, α].
For what values of α ≥ 0 does bounds propagation achieve bounds completeness?
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consider the inequalities x1 x2 ge 1 x1 - x2 ge 0 with each xj isin 0 alphafor what values of alpha ge 0 does bounds
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show by counterexamples that neither absorbsion nor reduction is a necessary condition for implication between 0-1
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