Media type: E-Book Title: Infinitely divisible and related distributions and Lévy driven stochastic partial differential equations Contributor: Berger, David [Verfasser] imprint: Ulm: Universität Ulm, 2020 Extent: Online-Ressource Language: English DOI: 10.18725/OPARU-25286 Identifier: Keywords: Stochastic partial differential equations ; Moving average ; Partial differential operators ; Lévy processes ; Differential equations ; Lévy-Chinčin-Formel ; Lévy-Prozess ; MA-Prozess ; Linearer partieller Differentialoperator ; Stochastische partielle Differentialgleichung ; Lévy-Khinchin-Formel ; Moving-Average-Prozess ; Levy processes ; (LCSH)Differential operator ; (LCSH)Stochastic partial differential equations ; (LCSH)Differential equations, Linear ; (LCSH)Moving average ; (LCSH)Lévy processes ; (LCSH)Partial differential operators Origination: University thesis: Dissertation, Ulm, Universität Ulm, 2019 Footnote: Access State: Open Access