Titlebook: Optimization with Disjunctive Constraints; Hanif D. Sherali,C. M. Shetty Book 1980 Springer-Verlag Berlin Heidelberg 1980 Disjunktive Opti

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Basic Concepts and Principles,preciate the subject matter and to gain better insight into it, we will develop these results from first principles through well known facts. Toward this end, let us commence our discussion with the following well known concept.

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Effect of Disjunctive Statement Formulation on Depth of Cut and Polyhedral Annexation Techniques,ssue of depth of cut. More specifically, we will first illustrate that one can derive cuts differing in depth through different formulations of a given disjunctive statement. Secondly, we will exhibit some connections between disjunctive programming technqiues and known polyhedral annexation methods

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Derivation and Improvement of Some Existing Cuts Through Disjunctive Principles,rate this to a certain extent by actually deriving some existing cutting planes as disjunctive cuts. In the process, it will be seen that the disjunctive principles may be used to actually improve upon three cuts. In fact, for the first type of cut we discuss below, we will utilize the concepts of C

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Finitely Convergent Algorithms for Facial Disjunctive Programs with Applications to the Linear Comped the zero-one linear integer programming problem and the linear complementarity problem. We had seen that for this special class of problems, it was relatively easy to generate the convex hull of feasible points. In this chapter, we will discuss two finitely convergent schemes which solve facial d

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ie, um mich den Anwendungen, den Schlußfolgerungen, die sich für die Praxis der Statistik und sonstige Gebiete der Wissenschaft und des Lebens ergeben, zuzuwenden. Wenn ich vorher einen ganz kurzen Rückblick auf das bisher Gesagte werfen darf, so haben wir uns zuerst klar gemacht, worin der Prozeß d

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Hanif D. Sherali,C. M. Shettyaren relativen Häufigkeit auch ihre Gegner hat. Später werde ich noch einmal auf die wichtigsten Einwände zu sprechen kommen, insbesondere auf die der Anhänger der „subjektiven“ Auffassung der Wahrscheinlichkeit, die wohl der meinen am entschiedensten gegenübersteht. Zunächst aber will ich jetzt kur

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