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An Intersection Cut from the Dual of the Unit Hypercube
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Citations
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References
1971
Year
Mathematical ProgrammingSchubert CalculusEngineeringIntersection CutsComputational ComplexityUnit HypercubeDiscrete OptimizationDiscrete MathematicsCombinatorial OptimizationComputational GeometryInteger OptimizationStronger Intersection CutComputer ScienceEnumerative GeometryIntersection CutInteger ProgrammingQuadratic ProgrammingMixed Integer OptimizationLinear Programming
This note extends the work of Balas (and the related work of Young) on intersection cuts for integer programming. Replacing the Euclidean hypersphere used by Balas with a convex polyhedron dual to the unit hypercube, we obtain a stronger intersection cut.
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