On the MAPLE Routines for Discrete Symmetries Study on Curved Manifolds

  • Gabriel Murariu Dunarea de Jos University of Galati
  • Ciprian Cuzmin Dunarea de Jos University of Galati
Keywords: Klein – Gordon field equation, Maxwell equation, discrette symmetry trasnformation

Abstract

The aim of this paper is to offer a tool to study the discrete symmetries for gauge minimally coupled charged spinless field to curved space-time. In this order, is made an algebraic description of basic discrete symmetries as space reversal P, time reversal T charge conjugation and their combination. We extend a previous MAPLE package procedures set in order to study the influence of the particular C, P, and T discrete
transformation spinless field. In the last section, is proposed a simple method to find discrete symmetries of field differential equations. As an
example of the application of the methods, we consider the discrete symmetries transformation of C, P, and T kind for a particular Gödel.
Considering the Klein – Gordon – Maxwell – Einstein solutions, it is evaluated the electric current’s components and further the boson system electric charge.

Published
2018-11-18
How to Cite
1.
Murariu G, Cuzmin C. On the MAPLE Routines for Discrete Symmetries Study on Curved Manifolds. Annals of ”Dunarea de Jos” University of Galati, Fascicle V, Technologies in machine building [Internet]. 18Nov.2018 [cited 19Apr.2024];25:111-6. Available from: https://www.gup.ugal.ro/ugaljournals/index.php/tmb/article/view/1491
Issue
Vol 25 (2007)
Section
Articles

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