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  1. Eiter, Thomas [Author]

    On the Stokes-Type Resolvent Problem Associated with Time-Periodic Flow Around a Rotating Obstacle - [published Version]

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    Dordrecht [u.a.] : Springer Science + Business Media B.V, 2022

    Published in: Journal of mathematical imaging and vision 24 (2022)

  2. Ben said, Mona [Author] ; Paris 13 [Contributor]; Nier, Francis [Contributor]

    Retour à l'équilibre et compacité de la résolvante pour des opérateurs de Kramers-Fokker-Planck dégénérés ; Return to Equilibrium and Compacity of the Resolvent for Degenerate Kramers-Fokker-Planck Operators

    Thesis
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    theses.fr, 2019-09-30

  3. Hunsicker, Eugenie [Author]; Roidos, Nikolaos [Author]; Strohmaier, Alexander [Author]

    Scattering theory of the p-form Laplacian on manifolds with generalized cusps - [published Version]

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    Zürich : European Mathematical Society Publishing House, 2014

    Published in: Journal of Spectral Theory 4 (2014), Nr. 1

  4. Kerler, Charlotte [Author]

    Differenzierbarkeit im Bild und Abbildungseigenschaften verallgemeinerter Fouriertransformationen bei variablen Koeffizienten im Außengebiet und Anwendungen auf Gleichungen vom Kirchhoff-Typ

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    KOPS - The Institutional Repository of the University of Konstanz, 1998

  5. Schulze, Michael [Author] ; Bunke, Ulrich [Contributor]; Patterson, Samuel James [Contributor]

    On the resolvent of the Laplacian on functions for degenerating surfaces of finite geometry ; Über die Resolvente des Laplace-Operators auf Funktionen für degenerierende Flächen endlicher Geometrie

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    Georg-August-Universität Göttingen: eDiss, 2013-01-30T23:51:03Z

  6. Stahn, Reinhard [Author] ; Chill, Ralph [Degree supervisor]; Chill, Ralph [Other]; Batty, Charles [Other]

    Quantified Tauberian Theorems and Applications to Decay of Waves

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    Dresden: Saechsische Landesbibliothek- Staats- und Universitaetsbibliothek Dresden; Dresden: Technische Universität Dresden, 2018

  7. Gil, Juan B. [Author]; Krainer, Thomas [Author]; Mendoza, Gerardo A. [Author]

    Trace Expansions for Elliptic Cone Operators with Stationary Domains - [Published electronically: July 20, 2010]

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    2010

    Published in: American Mathematical Society: Transactions of the American Mathematical Society ; Volume 362(2010), Issue 12, pp. 6495-6522

  8. Krejcirik, David [Author] ; N. N. (Moderation) [Other]

    Spectrum of the Möbius strip: true, fake and not-so-fake

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    [Erscheinungsort nicht ermittelbar]: Centre International de Rencontres Mathématiques (CIRM), 2021

    Published in: Shape Optimization, Spectral Geometry and Calculus of Variations, 2021 ; (Jan. 2021)