Algebra with ternary cyclic relations, representations and quark model

We propose a unital associative algebra, motivated by a generalization of the Pauliâs exclusion principle proposed for the quark model. The generators of this algebra satisfy the following relations: The sum of squares of all generators is equal to zero (binary relation) and the sum of cyclic permut...

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Podrobná bibliografie

Hlavní autoři:	Viktor Abramov, Stefan Groote, Priit Lätt
Médium:	Artigo
Jazyk:	Inglês
Vydáno:	Estonian Academy Publishers 2023-02-01
Edice:	Proceedings of the Estonian Academy of Sciences
Témata:	ternary algebras irreducible representations ternary extension of lie algebra ternary generalization of pauli’s exclusion principle quark model.
On-line přístup:	https://kirj.ee/wp-content/plugins/kirj/pub/proc-1-2023-61-76_20230216171811.pdf
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