Quantum Theory with Statistical Interpretation the Hydrogen-Like Atom Problem

In the paper the energy spectrum of the hydrogen like atom in the quantum mechanics with the non negative quantum distribution function (QDF) is studied. The essential spectrum of the Hamiltonian has been calculated. As for the eigenvalues situated beyond the essential spectrum, a method for numerical evaluation of their numbers and values is proposed. © 2001 IOS Press.

Authors
Zhidkov E.P.1 , Zorin A.V. 2
Publisher
IOS Press
Number of issue
1-2
Language
English
Pages
293-307
Status
Published
Volume
2
Year
2002
Organizations
  • 1 Information Technology Laboratory, Joint Institute for Nuclear Research, Dubna, 141980, Russian Federation
  • 2 Computational Physics Laboratory, Peoples' Friendship University of Russia, Moscow, 117198, Russian Federation
Keywords
eigenvalues; energy spectrum; generalizations of quantum mechanics; Hydrogen like atom; interpretations of quantum mechanics; quantum distribution function
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