| /src/lib/libm/complex/ |
| casinh.c | 1 /* $NetBSD: casinh.c,v 1.1 2007/08/20 16:01:31 drochner Exp $ */
36 casinh(double complex z) function in typeref:typename:double complex
|
| casinh.c | 1 /* $NetBSD: casinh.c,v 1.1 2007/08/20 16:01:31 drochner Exp $ */
36 casinh(double complex z) function in typeref:typename:double complex
|
| catrig.c | 93 * The code for casinh, casin, cacos, and cacosh comes first. The code is
103 * | casinh, casin, cacos, cacosh |
116 * casinh(z) = sign(x)*log(A+sqrt(A*A-1)) + I*asin(B)
122 * (a) for Re(casinh(z)) when z is close to the line segment [-I, I] (that
123 * is, Re(casinh(z)) is close to 0);
124 * (b) for Im(casinh(z)) when z is close to either of the intervals
125 * [I, I*infinity) or (-I*infinity, -I] (that is, |Im(casinh(z))| is
169 * rx = Re(casinh(z)) = -Im(cacos(y + I*x)).
233 * Avoid a possible underflow caused by y/A. For casinh this
290 * casinh(z) = z + O(z^3) as z ->
298 casinh(double complex z) function in typeref:typename:double complex
[all...] |
| catrig.c | 93 * The code for casinh, casin, cacos, and cacosh comes first. The code is
103 * | casinh, casin, cacos, cacosh |
116 * casinh(z) = sign(x)*log(A+sqrt(A*A-1)) + I*asin(B)
122 * (a) for Re(casinh(z)) when z is close to the line segment [-I, I] (that
123 * is, Re(casinh(z)) is close to 0);
124 * (b) for Im(casinh(z)) when z is close to either of the intervals
125 * [I, I*infinity) or (-I*infinity, -I] (that is, |Im(casinh(z))| is
169 * rx = Re(casinh(z)) = -Im(cacos(y + I*x)).
233 * Avoid a possible underflow caused by y/A. For casinh this
290 * casinh(z) = z + O(z^3) as z ->
298 casinh(double complex z) function in typeref:typename:double complex
[all...] |
