Ternary algebraic structures and their applications in physics
Richard Kerner (Laboratoire GCR - Universite Pierre-et-Marie-Curie)

TL;DR
This paper explores ternary algebraic structures in physics, highlighting their potential for future applications across various theoretical and mathematical physics domains.
Contribution
It introduces and emphasizes the significance of ternary algebraic structures, encouraging further research and application in physics.
Findings
Identifies natural occurrences of ternary algebras in physics
Suggests potential future applications of these algebras
Highlights the importance of further study in this area
Abstract
We discuss certain ternary algebraic structures appearing more or less naturally in various domains of theoretical and mathematical physics. Far from being exhaustive, this article is intended above all to draw attention to these algebras, which may find more interesting applications in the years to come.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Nonlinear Waves and Solitons
