📄 sin.c
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/*#ident "@(#)cfront:lib/complex/sin.c 1.3"*/#include "complex.h"#include "const.h"complexsin(complex z)/* sine of z: -i * sinh(i*z)*/{ complex y = complex(-z.im, z.re); /* i * z */ y = sinh(y); /* csinh(y) */ return complex(y.im, -y.re); /* -i * y */}complexsinh(complex z)/* The hyperbolic sine*/{ double cosh_x, sinh_x, cos_y, sin_y; c_exception ex( "sinh", z ); int write( int , char *, unsigned int );#define SINH_GOOD 1e7 if (ABS(z.im) > SINH_GOOD) { ex.type = OVERFLOW; if ( !complex_error( ex )) errno = ERANGE; return ex.retval; } cos_y = cos(z.im); sin_y = sin(z.im); if (z.re > MAX_EXPONENT) { ex.type = OVERFLOW; ex.retval.re = (cos_y >= 0) ? HUGE : -HUGE; ex.retval.im = (sin_y >= 0) ? HUGE : -HUGE; if ( !complex_error( ex )) errno = ERANGE; return ex.retval; } else if (z.re < MIN_EXPONENT) { ex.type = OVERFLOW; ex.retval.re = (cos_y >= 0) ? -HUGE : HUGE; ex.retval.im = (sin_y >= 0) ? HUGE : -HUGE; if ( !complex_error( ex )) errno = ERANGE; return ex.retval; } else { double pos_exp = exp(z.re); double neg_exp = 1/pos_exp; cosh_x = (pos_exp + neg_exp)/2; sinh_x = (pos_exp - neg_exp)/2; } return complex(cos_y*sinh_x, sin_y*cosh_x);}
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