hyperbolic function

English

Noun

hyperbolic function (plural hyperbolic functions)

1. (mathematics) A set functions that are analogues of the trigonometric functions for hyperbolic spaces. They can be derived from some arithmetic operations on the exponential function with base e and the inverse function, and was named after the corresponding similar trigonometric function.

Hypernyms

• function

Hyponyms

Hyponyms of hyperbolic function

• antihyperbolic function
• arc-hyperbolic function
• hyperbolic cosecant function
• hyperbolic cosine function
• hyperbolic cotangent function

• hyperbolic secant function
• hyperbolic sine function
• hyperbolic tangent function
• inverse hyperbolic function

Related terms

• hyperbolic sine
• hyperbolic cosine
• hyperbolic tangent

Translations

type of function

• Finnish: hyperbolinen funktio
• German: Hyperbelfunktion f
• Hungarian: hiperbolikus függvény (hu)
• (deprecated template usage) {{trans-mid}}
• Icelandic: breiðbogafall n, gleiðbogafall n
• Turkish: hiperbolik fonksiyon

References

• hyperbolic function on Wikipedia.Wikipedia