Motion of Energy Levels and Energy Dependent Constants of Motion

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概要

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• From the eigenvalue equation (#.-F-21')?p.(2))=f.(2)?p.(,11)) one can derive anautonomous system of first order differential equations fc7r the eigenvalues E.(2) andthe matrix elements F..(2)=<P.(2)l El!,(,11)>where ,Ills the independent variable.We investigate the case where the Hamiltonian H is given by a finite dimensional symmetric matrix and derive the energy dependent constants of motion. Furthermore wedescribe the connection with stationary state perturbation theory. Several open ques-Lions are also discussed.

• 社団法人日本物理学会の論文
• 1987-09-15

著者

• Steeb W.-H.

  Rand Afrikaans University, Department of Physics

• Louw J.A.

  Rand Afrikaans University, Department of Physics

• Louw J.A.

  Rand Afrikaans University,Department of Physics

• Steeb W.-H.

  Rand Afrikaans University,Department of Physics

関連論文

• Conservation Laws, Resonances and Painleve Test
• Motion of Energy Levels and Energy Dependent Constants of Motion

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