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The Theory of Hamiltonian and Bi-Hamiltonian Systems
1998This chapter is devoted to the standard results of the algebraic theory of bi-Hamiltonian systems, developed during the last two decades. The crucial concepts like the one of the recursion operator introduced by Olver [158], the bi-Hamiltonian property formulated by Magri [123] as well as the hereditary property introduced by Fuchssteiner [82] gave a ...
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Noether symmetry and conserved quantity for Hamiltonian system of Herglotz type on time scales
Acta Mechanica, 2018X. Tian, Yi Zhang
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Brain and other central nervous system tumor statistics, 2021
Ca-A Cancer Journal for Clinicians, 2021Carol Kruchko+2 more
exaly
2014
In this chapter we investigate the dynamics of classical nonlinear Hamiltonian systems, which—a priori—are examples of continuous dynamical systems. As in the discrete case (see examples in Chap. 2), we are interested in the classification of their dynamics.
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In this chapter we investigate the dynamics of classical nonlinear Hamiltonian systems, which—a priori—are examples of continuous dynamical systems. As in the discrete case (see examples in Chap. 2), we are interested in the classification of their dynamics.
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Stability of a Hamiltonian system in a limiting case
, 2012K. Meyer, J. Palacián, P. Yanguas
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Formal integrals for an autonomous Hamiltonian system near an equilibrium point
, 1978A. Giorgilli, L. Galgani
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Periodic solutions near a resonant equilibrium of a Hamiltonian system
, 1974D. Schmidt
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Korteweg-de Vries equation: A completely integrable Hamiltonian system
, 1971V. Zakharov, L. Faddeev
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Radiation therapy‐associated toxicity: Etiology, management, and prevention
Ca-A Cancer Journal for Clinicians, 2021Kyle Wang
exaly
A review of cancer immunotherapy toxicity
Ca-A Cancer Journal for Clinicians, 2020Lucy Boyce Kennedy
exaly