KnowraHyperbolic functionsLinked fromLinked fromThe 10 pages that link to Hyperbolic functions, each with the reason it gives.All 10Related 3Narrower topic 2Compared with 5Euler's formulaCompared with: Imaginary arguments exchange trigonometric and hyperbolic functions in related identities.Trigonometric functionsCompared with: Their identities resemble circular-function identities, while their geometry and behavior differ.Complex exponentialCompared with: They emerge from exponential inputs on the real axis rather than circular motion.Natural logarithmRelated: Their inverse functions can be expressed using natural logarithms.CatenaryNarrower topic: The catenary belongs to this family through its cosh equation.Inverse trigonometric functionsCompared with: Their inverse functions resemble inverse trigonometric functions but arise from hyperbolas.HyperbolaRelated: The unit hyperbola supplies the geometric identity underlying these functions.Sine and cosineCompared with: Their identities and growth differ from the circular geometry behind sine and cosine.Hyperbolic angleRelated: The hyperbolic angle serves as their parameter, just as an ordinary angle parameterizes sine and cosine.Inverse hyperbolic functionsNarrower topic: Each inverse is defined by undoing a hyperbolic function on a chosen domain.