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📄 atan.c

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💻 C
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/* * (c) copyright 1988 by the Vrije Universiteit, Amsterdam, The Netherlands. * See the copyright notice in the ACK home directory, in the file "Copyright". * * Author: Ceriel J.H. Jacobs *//* $Header: atan.c,v 1.3 91/03/19 16:38:21 ceriel Exp $ */#include	<float.h>#include	<math.h>#include	<errno.h>#include	"localmath.h"doubleatan(double x){	/*      Algorithm and coefficients from:			"Software manual for the elementary functions"			by W.J. Cody and W. Waite, Prentice-Hall, 1980	*/	static double p[] = {		-0.13688768894191926929e+2,		-0.20505855195861651981e+2,		-0.84946240351320683534e+1,		-0.83758299368150059274e+0	};	static double q[] = {		 0.41066306682575781263e+2,		 0.86157349597130242515e+2,		 0.59578436142597344465e+2,		 0.15024001160028576121e+2,		 1.0	};	static double a[] = {		0.0,		0.52359877559829887307710723554658381,  /* pi/6 */		M_PI_2,		1.04719755119659774615421446109316763   /* pi/3 */	};	int     neg = x < 0;	int     n;	double  g;	if (__IsNan(x)) {		errno = EDOM;		return x;	}	if (neg) {		x = -x;	}	if (x > 1.0) {		x = 1.0/x;		n = 2;	}	else    n = 0;	if (x > 0.26794919243112270647) {       /* 2-sqtr(3) */		n = n + 1;		x = (((0.73205080756887729353*x-0.5)-0.5)+x)/			(1.73205080756887729353+x);	}	/* ??? avoid underflow ??? */	g = x * x;	x += x * g * POLYNOM3(g, p) / POLYNOM4(g, q);	if (n > 1) x = -x;	x += a[n];	return neg ? -x : x;}

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