Unification Theories: New Results and Examples
Florin F. Nichita
Axioms · 2019
doi:10.3390/axioms8020060 (opens in a new tab)
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Abstract
This paper is a continuation of a previous article that appeared in AXIOMS in 2018. A Euler’s formula for hyperbolic functions is considered a consequence of a unifying point of view. Then, the unification of Jordan, Lie, and associative algebras is revisited. We also explain that derivations and co-derivations can be unified. Finally, we consider a “modified” Yang−Baxter type equation, which unifies several problems in mathematics.
Abstract licence: CC BY
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