Hyperbolic Functions: Fundamentals and Applications
Hyperbolic Functions
Hyperbolic functions—sinh, cosh, tanh, coth, sech, and csch—mirror the properties of circular trigonometric functions but are defined using exponential expressions. They are essential in fields such as complex analysis, differential equations, and engineering design.
Angle units: All arguments (x) must be expressed in radians. A full circle contains 2π radians, equivalent to 360°.
For further reading, consult standard texts like Advanced Calculus by Patrick M. Fitzpatrick or Wikipedia’s hyperbolic function entry.
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