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Branch und Bound-Methoden

In: Methoden der Ganzzahligen Optimierung

Author

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  • Rainer E. Burkard

    (Universität Graz, Institut für Angewandte Mathematik)

Abstract

Zusammenfassung Die Branch und Bound Methode ist eine geschickt organisierte, systematische Suche nach der optimalen Lösung in der Menge aller zulässigen Lösungen eines gegebenen Optimierungsproblemes. Bevor wir auf ihre Anwendungen in der ganzzahligen Optimierung eingehen, wollen wir sie ganz allgemein beschreiben. Nehmen wir dazu an, es liege ein Maximumproblem vor: (P1) Maximiere f(x) unter der Restriktion x∈M*.

Suggested Citation

  • Rainer E. Burkard, 1972. "Branch und Bound-Methoden," Springer Books, in: Methoden der Ganzzahligen Optimierung, chapter 8, pages 170-200, Springer.
    • Handle: RePEc:spr:sprchp:978-3-7091-8297-0_8
    DOI: 10.1007/978-3-7091-8297-0_8
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