CTANH(3) BSD Library Functions Manual CTANH(3)

NAME
     ccttaannhh - complex hyperbolic tangent function

SYNOPSIS
     double complex
     ccttaannhh(double complex z);

     long double complex
     ccttaannhhll(long double complex z);

     float complex
     ccttaannhhff(float complex z);

DESCRIPTION
     ccttaannhh(z) computes the hyperbolic tangent of the complex floating-point
     number z.

     For all complex floating point numbers z,

           ctanh(conj(z)) = conj(ctanh(z)),
           ctanh(-z) = -ctanh(z).

SSPPEECCIIAALL VVAALLUUEESS
     The symmetries of ctanh() are used to abbreviate the specification of
     special values.

     ccttaannhh(0 + 0i) returns 0 + 0i.

     ccttaannhh(0 + inf i) returns NaN + NaN i, and raises the invalid flag.

     ccttaannhh(0 + NaN i) returns NaN + NaN i.

     ccttaannhh(x + inf i) returns NaN + NaN i, and raises the invalid flag, for
     finite nonzero x.

     ccttaannhh(x + NaN i) returns NaN + NaN i, for finite nonzero x.

     ccttaannhh(inf + 0i) returns 1 + 0i.

     ccttaannhh(inf + yi) returns 1 +- 0i, for finite positive y, with the sign
     chosen to match the sign of sin(2y).

     ccttaannhh(inf + inf i) returns 1 + 0i.

     ccttaannhh(inf + NaN i) returns 1 + 0i.

     ccttaannhh(NaN + 0i) returns NaN + 0i.

     ccttaannhh(NaN + yi) returns NaN + NaN i, for nonzero numbers y.

     ccttaannhh(NaN + NaN i) returns NaN + NaN i.

NNOOTTEESS
SEE ALSO
     ctan(3) complex(3)

STANDARDS     The ccttaannhh() function conforms to ISO/IEC 9899:1999(E).

4th Berkeley Distribution      November 9, 2006      4th Berkeley Distribution