Discrete Symmetries and Generalized Fields of Dyons

TL;DR

This paper investigates the symmetry properties of generalized Maxwell-Dirac equations for dyons, demonstrating invariance under discrete symmetries such as , , , , , and , highlighting their quantum and dynamical invariance.

Contribution

It analyzes the invariance of generalized dyon equations under discrete symmetries, extending understanding of their quantum properties and symmetry behavior.

Findings

Equations of dyons are invariant under , , ,  transformations.

Dynamical quantities of dyons maintain symmetry under these discrete operations.

The study confirms symmetry invariance in generalized Maxwell-Dirac equations for dyons.

Abstract

We have studied the different symmetric properties of the generalized Maxwell's - Dirac equation along with their quantum properties. Applying the parity (\mathcal{P}), time reversal (\mathcal{T}), charge conjugation (\mathcal{C}) and their combined effect like parity time reversal (\mathcal{PT}), charge conjugation and parity (\mathcal{CP}) and \mathcal{CP}T transformations to varius equations of generalized fields of dyons, it is shown that the corresponding dynamical quantities and equations of dyons are invariant under these discrete symmetries. Abstract Key words- parity, time reversal, charge-conjugation, dyons Abstract PACS No.- 14.80 Hv.