Inverse cosecant: Representations through equivalent functions (subsection 27/02/11/01)

ArcCsc

$Mathematica Notation$

Involving csc^-1(z)

Involving csc^-1(z) and csch^-1(i z)

Involving csc^-1(z) and csch^-1(i z²/2-z²)

Involving csc^-1(z) and csch^-1(i (2 z)^1/2/(z-1)^1/2)

Involving csc^-1(z) and csch^-1((-2 z)^1/2/(z-1)^1/2)

Involving csc^-1(z) and csch^-1((2 z)^1/2/(1-z)^1/2)

Involving csc^-1(z) and csch^-1(2 z/1-z^1/2)

Involving csc^-1(z) and csch^-1((2z)^1/2/(-1-z)^1/2)

Involving csc^-1(z) and csch^-1((-2z)^1/2/(z+1)^1/2)

Involving csc^-1(z) and csch^-1((-2z/z+1)^1/2)

Involving csc^-1(z) and csch^-1((-z²)^1/2)

Involving csc^-1(z) and csch^-1(z/(1-z²)^1/2)

Involving csc^-1(z) and csch^-1((z₂)^1/2/(1-z²)^1/2)

Involving csc^-1(z) and csch^-1((-z²)^1/2/(z²-1)^1/2)

Involving csc^-1(z) and csch^-1(z²/1-z²^1/2)

Involving csc^-1(z) and csch^-1(z²/2 (1-z²)^1/2)