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  1. Zelikin, Michail Ilʹič [Other]

    Control theory and optimization

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    Berlin; Heidelberg [u.a.]: Springer, 2000-2004

    Published in: Encyclopaedia of mathematical sciences ; .

  2. Lancaster, Peter [Author]; Rodman, Leiba [Author]

    Algebraic Riccati equations

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    Oxford [u.a.]: Clarendon Press, 1995

    Published in: Oxford science publications

  3. Lancaster, Peter [Author]; Rodman, Leiba [Author]

    Algebraic Riccati equations - [Reprint]

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    Oxford [u.a.]: Clarendon Press, 2002

    Published in: Oxford Science Publications

  4. Locatelli, Arturo [Author]

    Optimal control : an introduction

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    Basel; Boston; Berlin: Birkhäuser, 2001

  5. Koenigsberger, Leo [Author]

    Über die algebraischen Integrale der erweiterten Riccatischen Differentialgleichung

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    Heidelberg: Winter, 1915 ; Online-Ausg., Heidelberg: Universitätsbibliothek der Universität Heidelberg, 2011

    Published in: Sitzungsberichte der Heidelberger Akademie der Wissenschaften, Mathematisch-Naturwissenschaftliche Klasse ; Abt. A ; 1915, 12

  6. Benner, Peter [Author]; Fassbender, Heike [Author] ; Faßbender, Heike [Other]

    On the numerical solution of large-scale sparse discrete-time Riccati equations

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    [S.l.]: Techn. Univ. Chemnitz, Fakultät für Mathematik, 2010

    Published in: Chemnitz Scientific Computing Preprints ; 2009,11

  7. Benner, Peter [Other]; Mena, Hermann [Other]; Saak, Jens [Other]

    On the parameter selection problem in the Newton-ADI iteration for large scale Riccati equations

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    [S.l.]: Techn. Univ. Fakultät für Mathematik, 2007

    Published in: Chemnitz Scientific Computing Preprints ; 2006,03

  8. Behr, Maximilian [Author] ; Heiland, Jan [Contributor]

    A Galerkin method for large-scale autonomous differential Riccati equations based on the Loewner partial order

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    Share it - Open Access und Forschungsdaten-Repositorium der Hochschulbibliotheken in Sachsen-Anhalt, 2021

  9. Bertram, Christian [Author] ; Faßbender, Heike [Degree supervisor]; Bujanović, Zvonimir [Degree supervisor] Technische Universität Braunschweig

    Efficient solution of large-scale Riccati equations and an ODE framework for linear matrix equations

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    Braunschweig: Technische Universität Braunschweig, 2021