Park--Tarter Matrix for a Dyon--Dyon System
L.G. Mardoyan, A.N. Sissakian, V.M. Ter-Antonyan
TL;DR
This paper explores the separation of variables in a dyon-dyon system, establishing a linear transformation between fundamental bases and comparing it to a 4D isotropic oscillator.
Contribution
It introduces a linear transformation for the dyon-dyon system and compares it with the 4D isotropic oscillator, advancing understanding of their mathematical relationship.
Findings
Established a linear transformation between fundamental bases.
Compared the dyon-dyon system with a 4D isotropic oscillator.
Enhanced mathematical understanding of the system's structure.
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.
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