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) groupoid; quadratic algebra; cubic algebra
제목
Algebraic interpretations of hyperbolic functions
저자
Donganont, Siriluk; Kim, Hee Sik; Ahn, Sun Shin; Park, Choonkil
DOI
10.2298/FIL2529339D
발행일
2025
유형
Article
저널명
Filomat
권
39
호
29
페이지
10339 ~ 10348