newlib-cygwin/newlib/libm/machine/spu/headers/log1pd2.h

138 lines
5.9 KiB
C

/* -------------------------------------------------------------- */
/* (C)Copyright 2006,2007, */
/* International Business Machines Corporation */
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/* disclaimer in the documentation and/or other materials */
/* provided with the distribution. */
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/* contributors may be used to endorse or promote products */
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/* PROLOG END TAG zYx */
#ifdef __SPU__
#ifndef _LOG1PD2_H_
#define _LOG1PD2_H_ 1
#include <spu_intrinsics.h>
#include "simdmath.h"
#include "logd2.h"
#include "divd2.h"
#define LOG1PD2_P0 0.0000000000000000000000000e+00
#define LOG1PD2_P1 1.0000000000000000000000000e+00
#define LOG1PD2_P2 2.3771612265431403265836252e+00
#define LOG1PD2_P3 2.0034423569559494104908026e+00
#define LOG1PD2_P4 7.1309327316770110272159400e-01
#define LOG1PD2_P5 9.8219761968547217301228613e-02
#define LOG1PD2_P6 3.4385125174546914139650511e-03
#define LOG1PD2_Q0 1.0000000000000000000000000e+00
#define LOG1PD2_Q1 2.8771612265431403265836252e+00
#define LOG1PD2_Q2 3.1086896368941925317130881e+00
#define LOG1PD2_Q3 1.5583843494335058998956356e+00
#define LOG1PD2_Q4 3.6047236436186669283898709e-01
#define LOG1PD2_Q5 3.2620075387969869884496887e-02
#define LOG1PD2_Q6 6.8047193336239690346356479e-04
/*
* FUNCTION
* vector double _log1pd2(vector double x)
*
* DESCRIPTION
* The function _log1pd2 computes the natural logarithm of x + 1
* for each of the double word elements of x.
*
*/
static __inline vector double _log1pd2(vector double x)
{
vector double oned = spu_splats(1.0);
vector double rangehi = spu_splats(0.35);
vector double rangelo = spu_splats(0.0);
vector unsigned long long use_log;
vector double pr, qr;
vector double eresult;
vector double rresult;
vector double result;
/* Compiler Bug. Replace xbug with x when spu_cmp*() doesn't
* modify it's arguments! */
volatile vector double xbug = x;
use_log = spu_or(spu_cmpgt(xbug, rangehi), spu_cmpgt(rangelo, xbug));
/*
* Calculate directly using log(x+1)
*/
eresult = _logd2(spu_add(x, oned));
/*
* For x in [0.0,0.35], use a rational approximation.
*/
pr = spu_madd(x, spu_splats(LOG1PD2_P6), spu_splats(LOG1PD2_P5));
qr = spu_madd(x, spu_splats(LOG1PD2_Q6), spu_splats(LOG1PD2_Q5));
pr = spu_madd(pr, x, spu_splats(LOG1PD2_P4));
qr = spu_madd(qr, x, spu_splats(LOG1PD2_Q4));
pr = spu_madd(pr, x, spu_splats(LOG1PD2_P3));
qr = spu_madd(qr, x, spu_splats(LOG1PD2_Q3));
pr = spu_madd(pr, x, spu_splats(LOG1PD2_P2));
qr = spu_madd(qr, x, spu_splats(LOG1PD2_Q2));
pr = spu_madd(pr, x, spu_splats(LOG1PD2_P1));
qr = spu_madd(qr, x, spu_splats(LOG1PD2_Q1));
pr = spu_madd(pr, x, spu_splats(LOG1PD2_P0));
qr = spu_madd(qr, x, spu_splats(LOG1PD2_Q0));
rresult = _divd2(pr, qr);
/*
* Select either direct calculation or rational approximation.
*/
result = spu_sel(rresult, eresult, use_log);
return result;
}
#endif /* _LOG1PD2_H_ */
#endif /* __SPU__ */