HACT Inverse Hyperbolic Cotangent
HACT.1 Introduction |
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Let be a complex variable of .The function Inverse Hyperbolic Cotangent (noted ) is defined by the following second order differential equation
HACT.1.1 |
The initial conditions of HACT.1.1 are given at by
HACT.1.2 |
Related function: Inverse Hyperbolic Tangent
HACT.2 Series and asymptotic expansions |
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HACT.2.1 Taylor expansion at |
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HACT.2.1.2 General form |
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HACT.2.1.2.1 |
HACT.2.1.2.2 |
HACT.2.1.2.3 |