One Dimensional Wave Function for the Effective Hamiltonian of Non-Local Potential

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概要

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• In the present paper we investigate functional integral equations which describescattering wave functions of effective Hamiltonian for nonlocal potentials, withvarious applications in defects phenomena of crystals. Particularly for the onedimensional case we study integral kernels of Yamaguchi, Mongan, Hulthen,Gauss and J-functions.

• 社団法人日本物理学会の論文
• 1980-02-15

著者

• Jannussis A.D.

  Department of Theoretical Physics,University of Patras

• Papaloucas L.C.

  Athens University,Inst. of Mathematics

関連論文

• The Behavior of Lattice Electron in a Uniform Magnetic Field
• Scattering for Nonlocal Potentials in One Dimension
• One Dimensional Wave Function for the Effective Hamiltonian of Non-Local Potential
• Generalized Coherent States and the U (n) Lie Group

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