Jump to content

Approaches to Explain Particle Mass Spectra: Difference between revisions

From Natural Philosophy Wiki
Imported from text file
 
Imported from text file
 
Line 14: Line 14:
==Abstract==
==Abstract==


In the article is given explanation to the mass spectrum of elementary particles under the theory of the six-dimensional space-time with the group ''GL(6,R) x GL(6,R)''. It has been shown that the ratio of the particle mass to the mass of a fundamental object has a physical meaning. A connection of space-time and dynamic symmetries with members of functional series of operations has been demonstrated. Among other things analogies has been drawn between the approach suggested in the article and the superstring theory.[[Category:Scientific Paper]]
In the article is given explanation to the mass spectrum of elementary particles under the theory of the six-dimensional space-time with the group ''GL(6,R) x GL(6,R)''. It has been shown that the ratio of the particle mass to the mass of a fundamental object has a physical meaning. A connection of space-time and dynamic symmetries with members of functional series of operations has been demonstrated. Among other things analogies has been drawn between the approach suggested in the article and the superstring theory.
 
[[Category:Scientific Paper|approaches explain particle mass spectra]]

Latest revision as of 12:01, 1 January 2017

Scientific Paper
TitleApproaches to Explain Particle Mass Spectra
Read in fullLink to paper
Author(s)Lada Vladimirovna Rudikova, Evgenij Vladimirovich Rudikov
Keywords{{{keywords}}}
Published2012
JournalProceedings of the NPA
Volume9
No. of pages4
Pages476-479

Read the full paper here

Abstract

In the article is given explanation to the mass spectrum of elementary particles under the theory of the six-dimensional space-time with the group GL(6,R) x GL(6,R). It has been shown that the ratio of the particle mass to the mass of a fundamental object has a physical meaning. A connection of space-time and dynamic symmetries with members of functional series of operations has been demonstrated. Among other things analogies has been drawn between the approach suggested in the article and the superstring theory.