Numerical integration of variational equations

C Skokos - Physical Review E—Statistical, Nonlinear, and Soft …, 2010 - APS
We present and compare different numerical schemes for the integration of the variational
equations of autonomous Hamiltonian systems whose kinetic energy is quadratic in the …
被引用次数：101 相关文章

Numerical integration of variational equations.

S Ch, E Gerlach - Physical review. E, Statistical, Nonlinear, and Soft …, 2010 - europepmc.org
We present and compare different numerical schemes for the integration of the variational
equations of autonomous Hamiltonian systems whose kinetic energy is quadratic in the …

Numerical integration of variational equations

C Skokos, E Gerlach - arXiv preprint arXiv:1006.0154, 2010 - arxiv.org
We present and compare different numerical schemes for the integration of the variational
equations of autonomous Hamiltonian systems whose kinetic energy is quadratic in the …

Numerical integration of variational equations

C Skokos, E Gerlach - Physical Review E, 2010 - ui.adsabs.harvard.edu
We present and compare different numerical schemes for the integration of the variational
equations of autonomous Hamiltonian systems whose kinetic energy is quadratic in the …

Numerical integration of variational equations

C Skokos, E Gerlach - Physical review. E, Statistical …, 2010 - pubmed.ncbi.nlm.nih.gov
We present and compare different numerical schemes for the integration of the variational
equations of autonomous Hamiltonian systems whose kinetic energy is quadratic in the …

On the numerical integration of variational equations

H Skokos, E Gerlach - mat.uniroma2.it
We investigate the efficiency of different numerical approaches for the integration of the
variational equations of Hamiltonian systems, whose kinetic energy is quadratic in the …

[引用][C] Numerical integration of variational equations

C Skokos, E Gerlach - Physical Review E, 2010 - pure.mpg.de
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[PDF] semanticscholar.org

[PDF][PDF] Numerical integration of variational equations

H Skokos, E Gerlach - arXiv preprint nlin.CD/1006.0154, 2010 - pdfs.semanticscholar.org
Numerical integration of variational equations Page 1 Numerical integration of variational
equations Haris Skokos Max Planck Institute for the Physics of Complex Systems Dresden …

On the numerical integration of variational equations

H Skokos, E Gerlach - adams.dm.unipi.it
We investigate the efficiency of different numerical approaches for the integration of the
variational equations of Hamiltonian systems, whose kinetic energy is quadratic in the …
[PDF] uct.ac.za

[PDF][PDF] Numerical integration of variational equations

C Skokos, E Gerlach - PHYSICAL REVIEW E Phys Rev E, 2010 - math_research.uct.ac.za
Numerical integration is very often the only available tool for investigating the properties of
nonlinear dynamical systems. Different numerical techniques 1, 2 have been developed …