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Haro, Alex [Author]; Canadell, Marta [Author]; Figueras, Jordi-Lluís [Author]; Luque, Alejandro [Author]; Mondelo, Josep Maria [Author]; Mondelo, Josep-Maria [Author]

The parameterization method for invariant manifolds : from rigorous results to effective computations

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[Cham]: Springer, [2016]

Published in: Applied mathematical sciences ; 195
Wiggins, Stephen [Author]

Normally hyperbolic invariant manifolds in dynamical systems

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New York; Heidelberg [u.a.]: Springer, 1994

Published in: Applied mathematical sciences ; 105
Nipp, Kaspar [Author]; Stoffer, Daniel [Author]

Invariant manifolds in discrete and continuous dynamical systems

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Zürich: European Mathematical Society, [2013]

Published in: European Mathematical Society: EMS tracts in mathematics ; 21
Antonopoulou, Dimitra C. [Author]; Bates, Peter W. [Author]; Blömker, Dirk [Author]; Karali, Georgia D. [Author]

Motion of a Droplet for the Mass-Conserving Stochastic Allen-Cahn Equation

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Augsburg University Publication Server (OPUS), 2015-01-22
Blömker, Dirk [Author]; Wang, Wei [Author] ; Robert-Bosch-Siftung, University of Adelaide, Nanjing University [Contributor]

Qualitative Properties of Local Random Invariant Manifolds for SPDEs with Quadratic Nonlinearity

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Augsburg University Publication Server (OPUS), 2008-12-02
Pötzsche, Christian [Author]; Rasmussen, Martin [Author]

Computation of nonautonomous invariant and inertial manifolds

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Augsburg University Publication Server (OPUS), 2007-12-11
Fiedler, Robert [Author] ; kassel university press

Numerical analysis of invariant manifolds characterized by quasi-periodic oscillations of nonlinear systems

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Kassel: kassel university press c/o Universität Kassel - Universitätsbibliothek, 2021

Published in: Berichte des Instituts für Mechanik ; 1/2021
Heitel, Marcus [Author] ; Universität Ulm

Specific phase space structures in dynamical systems : attracting manifolds in optimal control and separatrix characterization

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Ulm, 2020
Heitel, Marcus [Author] ; Lebiedz, Dirk [Contributor]; Diehl, Moritz [Contributor]

Specific phase space structures in dynamical systems : attracting manifolds in optimal control and separatrix characterization

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Universität Ulm, 2020-08-05
Heitel, Marcus [Author] ; Lebiedz, Dirk [Contributor]; Diehl, Moritz [Contributor]

Specific phase space structures in dynamical systems : attracting manifolds in optimal control and separatrix characterization

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Universität Ulm, 2020-08-05T14:42:44Z
Heitel, Marcus [Author]

Specific phase space structures in dynamical systems : attracting manifolds in optimal control and separatrix characterization

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Ulm: Universität Ulm, 2020
Ronge, Robert [Author] ; Zaks, Michael [Other]; Yanchuk, Serhiy [Other]; Krischer, Katharina [Other]

Effects of Repulsive Coupling in Ensembles of Excitable Elements

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Berlin: Humboldt-Universität zu Berlin, 2022
Fiedler, Robert [Author] ; kassel university press

Numerical analysis of invariant manifolds characterized by quasi-periodic oscillations of nonlinear systems

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Kassel: kassel university press c/o Universität Kassel - Universitätsbibliothek, 2021

Published in: Berichte des Instituts für Mechanik ; 1/2021

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