Division Algebras: 26 Dimensions; 3 Families
Geoffrey Dixon
TL;DR
This paper explores the extension of division algebra connections from 10-dimensional spacetime with one leptoquark family to 26-dimensional spacetime with three families, suggesting a broader algebraic framework.
Contribution
It introduces a novel extension of division algebra relationships to higher-dimensional spacetime and multiple leptoquark families, expanding the algebraic understanding of particle physics.
Findings
Extended division algebra link to 26D spacetime
Connected algebraic structures to three leptoquark families
Proposed framework for higher-dimensional particle models
Abstract
The link of the Division Algebras to 10-dimensional spacetime and one leptoquark family is extended to 26-dimensional spacetime and three leptoquark families.
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Taxonomy
TopicsMathematics and Applications · Matrix Theory and Algorithms