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Effective numerical simulation of the Klein-Gordon-Zakharov system in the Zakharov limit

S. Baumstark, G. Schneider, and K. Schratz. Mathematics of wave phenomena. Selected papers based on the presentations at the conference, Karlsruhe, Germany, July 23--27, 2018, Cham: Birkhäuser, (2020)

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Univ. -Prof. Dr. rer. oec. Katharina Hölzle University of Stuttgart

Vernetzte Wertschöpfung : Was wir vom Persuasive Design für die Gestaltung der Ressourcenintegration in Service-Ökosystemen lernen könnenK. Hölzle, S. Hermann, A. Schletz, and R. Nägele. Gestaltung des Wandels im Dienstleistungsmanagement, volume 1 : Innovationsperspektive - Digitalisierungsperspektive - Nachhaltigkeitsperspektive of Forum Dienstleistungsmanagement, Springer Gabler, Wiesbaden, (2023)

Vernetzte Wertschöpfung : Was wir vom Persuasive Design für die Gestaltung der Ressourcenintegration in Service-Ökosystemen lernen könnenK. Hölzle, S. Hermann, A. Schletz, and R. Nägele. Gestaltung des Wandels im Dienstleistungsmanagement, volume 1 : Innovationsperspektive - Digitalisierungsperspektive - Nachhaltigkeitsperspektive of Forum Dienstleistungsmanagement, Springer Gabler, Wiesbaden, (2023)Potenziale eines Metaverse für die Entwicklung von Smart ServicesJ. Neuhüttler, P. Christel, B. Bienzeisler, and K. Hölzle. volume 1 : Innovationsperspektive - Digitalisierungsperspektive - Nachhaltigkeitsperspektive of Forum Dienstleistungsmanagement, page 233-259. Springer Gabler, Wiesbaden, (2023)

Katharina Geng University of Stuttgart

PD Dr. Katharina Hipp University of Stuttgart

Katharina Dienes University of Stuttgart

Katharina Ritz University of Stuttgart

Other publications of authors with the same name

Asymptotic preserving schemes for the Klein-Gordon equation in the non-relativistic limit regime.E. Faou, and K. Schratz. Numerische Mathematik, 126 (3): 441-469 (2014)Uniformly Accurate Oscillatory Integrators for the Klein-Gordon-Zakharov System from Low- to High-Plasma Frequency Regimes.S. Baumstark, and K. Schratz. SIAM J. Numerical Analysis, 57 (1): 429-457 (2019)Stability of Exponential Operator Splitting Methods for Noncontractive Semigroups.A. Ostermann, and K. Schratz. SIAM J. Numerical Analysis, 51 (1): 191-203 (2013)From the Klein-Gordon-Zakharov system to the Klein-Gordon equationM. Daub, G. Schneider, and K. Schratz. Mathematical methods in the applied sciences, 39 (18): 5371-5380 (2016)Low-regularity integrators for nonlinear Dirac equations.K. Schratz, Y. Wang, and X. Zhao. CoRR, (2019)The error structure of the Douglas-Rachford splitting method for stiff linear problems.E. Hansen, A. Ostermann, and K. Schratz. J. Computational Applied Mathematics, (2016)Low Regularity Exponential-Type Integrators for Semilinear Schrödinger Equations.A. Ostermann, and K. Schratz. Foundations of Computational Mathematics, 18 (3): 731-755 (2018)Effective numerical simulation of the Klein-Gordon-Zakharov system in the Zakharov limitS. Baumstark, G. Schneider, and K. Schratz. Mathematics of wave phenomena. Selected papers based on the presentations at the conference, Karlsruhe, Germany, July 23--27, 2018, Cham: Birkhäuser, (2020)Low regularity integrators via decorated trees.Y. Bronsard, Y. Bruned, and K. Schratz. CoRR, (2022)Effective Slow Dynamics Models for a Class of Dispersive SystemsS. Baumstark, G. Schneider, K. Schratz, and D. Zimmermann. Journal of dynamics and differential equations, 32 (4): 1867-1899 (2020)