Algebraic interpretations of hyperbolic functions

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초록

In this paper, we obtain an algebraic interpretation of hyperbolic functions. By using four conditions, we define a hyperbolic algebra over reals, and we prove that linear groupoids or commutative cubic algebras cannot be a hyperbolic algebra, but the quadratic algebras can be hyperbolic algebras under some conditions.

키워드

hyperbolic(linear) groupoidquadratic algebracubic algebra
제목
Algebraic interpretations of hyperbolic functions
저자
Donganont, SirilukKim, Hee SikAhn, Sun ShinPark, Choonkil
DOI
10.2298/FIL2529339D
발행일
2025
유형
Article
저널명
Filomat
39
29
페이지
10339 ~ 10348