Park--Tarter Matrix for a Dyon--Dyon System

Abstract

The problem of separation of variables in a dyon--dyon system is discussed. A linear transformation is obtained between fundamental bases of this system. Comparison of the dyon--dyon system with a 4D isotropic oscillator is carried out.

9 pages, LaTeX file

Cited by in corpus (9)

• The generalized MIC-Kepler system
• The Stark effect in the charge-dyon system
• 4D singular oscillator and generalized MIC-Kepler system
• 3D Oscillator and Coulomb Systems reduced from Kahler spaces
• Spheroidal analysis of the generalized MIC-Kepler system
• The charge-dyon bound system in the spherical quantum well
• Dipole transitions and Stark effect in the charge-dyon system
• Two--center quantum MICZ--Kepler system and the Zeeman effect in the charge-dyon system
• Self-Adjointness of Generalized MIC-Kepler System