One Approach to the Problem of Fundamental Interactions: Difference between revisions
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This article considers one approach to the problem of fundamental interactions based in six-dimensional space-time. It is supposed that space-time consists of elementary particles described by the Maxwell Equations. Every elementary particle corresponds to a specific term in the equation and possesses the implied conservation law. The interaction of elementary particles is described and a series of functional actions is constructed. The sixth term in the series of functional actions is the most important as it determines the dimensionality of observable space-time. It is proven that the first term in the series of actions represents Maxwell electrodynamics and the second term represents the Yang-Mills field.[[Category:Scientific Paper]] | This article considers one approach to the problem of fundamental interactions based in six-dimensional space-time. It is supposed that space-time consists of elementary particles described by the Maxwell Equations. Every elementary particle corresponds to a specific term in the equation and possesses the implied conservation law. The interaction of elementary particles is described and a series of functional actions is constructed. The sixth term in the series of functional actions is the most important as it determines the dimensionality of observable space-time. It is proven that the first term in the series of actions represents Maxwell electrodynamics and the second term represents the Yang-Mills field. | ||
[[Category:Scientific Paper|approach problem fundamental interactions]] | |||
[[Category:Unified Theory]] | [[Category:Unified Theory]] | ||
Revision as of 13:47, 1 January 2017
| Scientific Paper | |
|---|---|
| Title | One Approach to the Problem of Fundamental Interactions |
| Read in full | Link to paper |
| Author(s) | Lada Vladimirovna Rudikova, Evgenij Vladimirovich Rudikov |
| Published | 2009 |
| Journal | None |
| No. of pages | 12 |
Read the full paper here
Abstract
This article considers one approach to the problem of fundamental interactions based in six-dimensional space-time. It is supposed that space-time consists of elementary particles described by the Maxwell Equations. Every elementary particle corresponds to a specific term in the equation and possesses the implied conservation law. The interaction of elementary particles is described and a series of functional actions is constructed. The sixth term in the series of functional actions is the most important as it determines the dimensionality of observable space-time. It is proven that the first term in the series of actions represents Maxwell electrodynamics and the second term represents the Yang-Mills field.