Hyperbolic Functions
Hyperbolic functions are analogues of the ordinary trigonometric functions, but defined using the hyperbola rather than the circle.
Numerical values and derivatives can be computed; however, most special exact values and simplification rules are not implemented yet.
- ArcCosh — inverse hyperbolic cosine function
- ArcCoth — inverse hyperbolic cotangent function
- ArcCsch — inverse hyperbolic cosecant function
- ArcSech — inverse hyperbolic secant function
- ArcSinh — inverse hyperbolic sine function
- ArcTanh — inverse hyperbolic tangent function
- ComplexExpand — expand a complex expression of real variables
- Cosh — hyperbolic cosine function
- Coth — hyperbolic cotangent function
- Gudermannian — Gudermannian function gd(z)
- InverseGudermannian — inverse Gudermannian function gd^-1(z)
- Sech — hyperbolic secant function
- Sinh — hyperbolic sine function
- Tanh — hyperbolic tangent function