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SUBDIVIDING THE POLAR OF A FACE
, 2008
"... Let S be a convex polytope. The set of all valid inequalities carries the structure of a convex polytope S △ , called the polar (polytope) of S. The facial structure of the polar provides information for each of its points: two points a and b are in the same face of S △ if and only if the faces of ..."
Abstract

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Let S be a convex polytope. The set of all valid inequalities carries the structure of a convex polytope S △ , called the polar (polytope) of S. The facial structure of the polar provides information for each of its points: two points a and b are in the same face of S △ if and only if the faces