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Mathematics - Textbook Mathematics | Deutsche Lehrbücher zur Optimierung


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Deutsche Lehrbücher zur Optimierung

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  • Mathematik für Ingenieure: Verstehen – Rechnen – Anwenden
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    Mathematik für Ingenieure: Verstehen – Rechnen – Anwenden

    Band 2: Analysis in mehreren Variablen, Differenzialgleichungen, Optimierung

    Göllmann, L. (et al.) 2017

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    ISBN 978-3-662-53865-4
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    ISBN 978-3-662-53864-7
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  • Lineare Optimierung
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    Lineare Optimierung

    Hochstättler, Winfried 2017

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    ISBN 978-3-662-54425-9
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    ISBN 978-3-662-54424-2
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  • Diskrete Mathematik erleben
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    Diskrete Mathematik erleben

    Anwendungsbasierte und verstehensorientierte Zugänge

    Hußmann, Stephan, Lutz-Westphal, Brigitte (Hrsg.) 2015

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    ISBN 978-3-658-06993-3
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    ISBN 978-3-658-06992-6
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  • Optimierungsmethoden
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    Optimierungsmethoden

    Eine Einführung

    Reihe: Springer-Lehrbuch

    Jungnickel, Dieter 2015

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    ISBN 978-3-642-54821-5
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    ISBN 978-3-642-54820-8
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  • Globale Optimierung
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    Globale Optimierung

    Ein informationstheoretischer Zugang

    Reihe: Mathematik im Fokus

    Schäffler, Stefan 2014

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    ISBN 978-3-642-41767-2
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    ISBN 978-3-642-41766-5
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  • Grundlagen der Mathematischen Optimierung
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    Grundlagen der Mathematischen Optimierung

    Diskrete Strukturen, Komplexitätstheorie, Konvexitätstheorie, Lineare Optimierung, Simplex-Algorithmus, Dualität

    Reihe: Aufbaukurs Mathematik

    Gritzmann, Peter 2013

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    ISBN 978-3-8348-2011-2
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    ISBN 978-3-528-07290-2
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  • Einführung in die Mathematische Optimierung
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    Einführung in die Mathematische Optimierung

    Reihe: Springer-Lehrbuch

    Burkard, Rainer E., Zimmermann, Uwe T. 2012

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    ISBN 978-3-642-28673-5
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    ISBN 978-3-642-28672-8
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  • Nichtlineare Optimierung
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    Nichtlineare Optimierung

    Reihe: Mathematik Kompakt

    Ulbrich, Michael, Ulbrich, Stefan 2012

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    ISBN 978-3-0346-0654-7
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    ISBN 978-3-0346-0142-9
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  • Nichtlineare Optimierung
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    Nichtlineare Optimierung

    Eine Einführung in Theorie, Verfahren und Anwendungen

    Reihe: Aufbaukurs Mathematik

    Alt, Walter 2011

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    ISBN 978-3-8348-1558-3
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  • Das lineare Komplementaritätsproblem
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    Das lineare Komplementaritätsproblem

    Eine Einführung

    Reihe: Springer-Lehrbuch

    Schäfer, Uwe 2008

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    ISBN 978-3-540-79735-7
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    ISBN 978-3-540-79734-0
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