WOLFRAM

Enable JavaScript to interact with content and submit forms on Wolfram websites. Learn how
Wolfram Language & System Documentation Center

The Wolfram Language supports hyperbolic functions everywhere in the complex planewith careful attention to branch cutsand provides an extensive web of exact and algebraic transformations, together with efficient arbitrary-precision numerical evaluation.

Sinh   Cosh   Tanh   Csch   Sech   Coth

ArcSinh   ArcCosh   ArcTanh   ArcCsch   ArcSech   ArcCoth

Gudermannian   InverseGudermannian

I ( ) , entered as ii ("imaginary i")

FullSimplify simplify hyperbolic function expressions

FunctionExpand reduce to algebraic forms or simpler arguments

TrigToExp , ExpToTrig convert between hyperbolic and exponential functions

ComplexExpand expand into real and imaginary parts

TrigExpand   TrigFactor   TrigReduce

Top [フレーム]

AltStyle によって変換されたページ (->オリジナル) /