Master Symmetries for Finite Dimensional Integrable Systems : The Calogero-Moser System : Condensed Matter and Statistical Physics

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概要

• 論文の詳細を見る

• Following Fuchssteiner's ideas of master symmetries a theory of master integrals for classical hamiltonian systems is formulated. It is shown how a great number of explicitly time-dependent conservation laws can be constructed by means of these objects. A final solution of the hamiltonian system is then obtained by reducing it to a system of purely algebraic equations. The theory is applied to the Calogero-Moser example, a coordinate frame (action/angle variables) is found, in which this system is linear.

• 理論物理学刊行会の論文
• 1986-06-25

著者

• Falck M.

  Unigersitaet Paderborn

• Oevel W

  Univ. Paderborn Paderborn Deu

• OEVEL W.

  Unigersitaet paderborn

関連論文

• Master Symmetries for Finite Dimensional Integrable Systems : The Calogero-Moser System : Condensed Matter and Statistical Physics

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