Titlebook: Location, Scheduling, Design and Integer Programming; Manfred Padberg,Minendra P. Rijal Book 1996 Kluwer Academic Publishers 1996 STATISTI

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Locally Ideal LP Formulations II,in a quadratic zero-one optimization problem. In all cases we obtain from the locally ideal linearization . of the respective problems that in most cases improve on existing formulations for these problems.

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Quadratic Assignment Polytopes,ve, the polytope .. We address primarily the questions of finding the affine hull and the dimension of the respective polytopes, but give also some valid inequalities for .. Some of these problems are left open and suggested in the form of conjectures for future work on this difficult, but interesting class of combinatorial optimization problems.

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Scheduling and Design Problems, within the classes of BQPSs that we consider. Additional structural properties of a combinatorial optimization problem — if present — must be exploited fully in order to achieve numerical success and while we subscribe to the often heard maxim “.... ...”, we do it with the right amount of caution.

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