Dr. Andreas Henrici

Dr. Andreas Henrici
ZHAW
School of Engineering
Forschungsschwerpunkt Applied Complex Systems Science
Technikumstrasse 9
8400 Winterthur
Personal profile
Projects
- 3rd European COST Conference on Mathematics for Industry in Switzerland / Team member / Project completed
- 2nd European COST Conference on Mathematics for Industry in Switzerland / Team member / Project completed
- 1st European COST Conference on Mathematics for Industry in Switzerland / Team member / Project completed
Publications
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Henrici, Andreas,
2018.
Nekhoroshev stability for the Dirichlet Toda lattice.
Symmetry.
10(10),
pp.506.
Available from: https://doi.org/10.3390/sym10100506
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Henrici, Andreas,
2015.
Discrete and Continuous Dynamical Systems, Series A.
35(7),
pp.2949-2977.
Available from: https://doi.org/10.3934/dcds.2015.35.2949
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Henrici, Andreas,
2017.
Nekhoroshev theorem for the Dirichlet Toda chain [poster].
In:
Symmetry 2017 - 1st International Conference on Symmetry, Barcelona, Spain, 16-18 October 2017.
Winterthur:
ZHAW Zürcher Hochschule für Angewandte Wissenschaften.
Available from: https://doi.org/10.21256/zhaw-5533
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Henrici, Andreas; Neukom, Martin,
2016.
Synchronization in chains of van der Pol oscillators [paper].
In:
Grossmann, Rolf; Hajdu, Georg, eds.,
Proceedings SMC 2016, 31.8. - 3.9.2016, Hamburg, Germany.
13th Sound and Music Computing Conference and Summer School (SMC 2016), Hamburg, 31 August - 3 September 2016.
Hamburg:
Hochschule für Musik und Theater.
pp.216-221.
Available from: https://doi.org/10.21256/zhaw-5503
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Henrici, Andreas; Neukom, Martin,
2016.
Synchronization of van der Pol oscillators with delayed coupling [paper].
In:
Timmermans, Hans, ed.,
International Computer Music Conference Proceedings 2016.
ICMC 2016 - 42nd International Computer Music Conference, Utrecht, Netherlands, 12-16 September 2016.
San Francisco:
International Computer Music Association.
pp.213-218.
Available from: https://doi.org/10.21256/zhaw-4799
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Henrici, Andreas,
2018.
Nekhoroshev theorem for the Toda lattice with Dirichlet boundary conditions.
In:
Proceedings, Volume 2, Symmetry 2017.
Symmetry 2017 - 1st International Conference on Symmetry, Barcelona, Spain, 16-18 October 2017.
MDPI.
Available from: https://doi.org/10.3390/proceedings2010018
"Perturbation Theory for Fermi-Pasta-Ulam Chains". Südwestdeutscher Verlag für Hochschulschriften, Saarbrücken (2009)
"Nekhoroshev theorem for the periodic Toda lattice", A. Henrici & T. Kappeler, Chaos 19, 033120 (2009)
"Resonant normal form for even periodic FPU chains", A. Henrici & T. Kappeler, J. Eur. Math. Soc. 11(5), 1025-1056 (2009)
"Birkhoff normal form for the periodic Toda lattice", A. Henrici & T. Kappeler, Integrable Systems and Random Matrices, Contemp. Math. 458, 11-29 (2008)
"Global Birkhoff coordinates for the periodic Toda lattice", A. Henrici & T. Kappeler, Nonlinearity 21, 2731-2758 (2008)
"Global action-angle variables for the periodic Toda lattice", A. Henrici & T. Kappeler, Int. Math. Res. Not., article ID rnn031 (2008)
"Results on normal forms for FPU chains", A. Henrici & T. Kappeler, Comm. Math. Phys. 278, 145-177 (2008)