toaruos/libc/math/math.c
2018-06-26 20:53:48 +09:00

448 lines
6.9 KiB
C

#include <math.h>
double exp(double x) {
return __builtin_exp(x);
}
double floor(double x) {
if (x > -1.0 && x < 1.0) {
if (x >= 0) {
return 0.0;
} else {
return -1.0;
}
}
if (x < 0) {
int x_i = x;
return (double)(x_i - 1);
} else {
int x_i = x;
return (double)x_i;
}
}
int abs(int j) {
return (j < 0 ? -j : j);
}
double pow(double x, double y) {
double out;
asm volatile (
"fyl2x;"
"fld %%st;"
"frndint;"
"fsub %%st,%%st(1);"
"fxch;"
"fchs;"
"f2xm1;"
"fld1;"
"faddp;"
"fxch;"
"fld1;"
"fscale;"
"fstp %%st(1);"
"fmulp;" : "=t"(out) : "0"(x),"u"(y) : "st(1)" );
return out;
}
double fabs(double x) {
return __builtin_fabs(x);
}
double fmod(double x, double y) {
if (x >= 0.0) {
while (x > y) {
x -= y;
}
return x;
} else {
return 0.0;
}
}
double sqrt(double x) {
return __builtin_sqrt(x);
}
static double bad_sine_table[] = {
0,
0.01745240644,
0.03489949671,
0.05233595625,
0.06975647375,
0.08715574276,
0.1045284633,
0.1218693434,
0.139173101,
0.1564344651,
0.1736481777,
0.1908089954,
0.2079116908,
0.2249510544,
0.2419218956,
0.2588190451,
0.2756373559,
0.2923717048,
0.3090169944,
0.3255681545,
0.3420201434,
0.3583679496,
0.3746065935,
0.3907311285,
0.4067366431,
0.4226182618,
0.4383711468,
0.4539904998,
0.4694715628,
0.4848096203,
0.5000000001,
0.515038075,
0.5299192643,
0.5446390351,
0.5591929035,
0.5735764364,
0.5877852524,
0.6018150232,
0.6156614754,
0.6293203911,
0.6427876098,
0.6560590291,
0.6691306064,
0.6819983601,
0.6946583705,
0.7071067813,
0.7193398004,
0.7313537017,
0.7431448256,
0.7547095803,
0.7660444432,
0.7771459615,
0.7880107537,
0.7986355101,
0.8090169944,
0.8191520444,
0.8290375726,
0.838670568,
0.8480480962,
0.8571673008,
0.8660254039,
0.8746197072,
0.8829475929,
0.8910065243,
0.8987940464,
0.9063077871,
0.9135454577,
0.9205048535,
0.9271838546,
0.9335804266,
0.9396926208,
0.9455185757,
0.9510565163,
0.956304756,
0.961261696,
0.9659258263,
0.9702957263,
0.9743700648,
0.9781476008,
0.9816271835,
0.984807753,
0.9876883406,
0.9902680688,
0.9925461517,
0.9945218954,
0.9961946981,
0.9975640503,
0.9986295348,
0.999390827,
0.9998476952,
1,
0.9998476952,
0.999390827,
0.9986295347,
0.9975640502,
0.9961946981,
0.9945218953,
0.9925461516,
0.9902680687,
0.9876883406,
0.984807753,
0.9816271834,
0.9781476007,
0.9743700647,
0.9702957262,
0.9659258262,
0.9612616959,
0.9563047559,
0.9510565162,
0.9455185755,
0.9396926207,
0.9335804264,
0.9271838545,
0.9205048534,
0.9135454575,
0.9063077869,
0.8987940462,
0.8910065241,
0.8829475927,
0.874619707,
0.8660254036,
0.8571673006,
0.848048096,
0.8386705678,
0.8290375724,
0.8191520441,
0.8090169942,
0.7986355099,
0.7880107534,
0.7771459613,
0.7660444429,
0.75470958,
0.7431448253,
0.7313537014,
0.7193398001,
0.707106781,
0.6946583702,
0.6819983598,
0.6691306061,
0.6560590288,
0.6427876094,
0.6293203908,
0.6156614751,
0.6018150229,
0.587785252,
0.5735764361,
0.5591929032,
0.5446390347,
0.5299192639,
0.5150380746,
0.4999999997,
0.4848096199,
0.4694715625,
0.4539904994,
0.4383711465,
0.4226182614,
0.4067366428,
0.3907311282,
0.3746065931,
0.3583679492,
0.342020143,
0.3255681541,
0.309016994,
0.2923717044,
0.2756373555,
0.2588190447,
0.2419218952,
0.224951054,
0.2079116904,
0.190808995,
0.1736481773,
0.1564344647,
0.1391731006,
0.121869343,
0.1045284629,
0.08715574235,
0.06975647334,
0.05233595584,
0.0348994963,
0.01745240603,
-0.000000000410206857,
-0.01745240685,
-0.03489949712,
-0.05233595666,
-0.06975647416,
-0.08715574317,
-0.1045284637,
-0.1218693438,
-0.1391731014,
-0.1564344655,
-0.1736481781,
-0.1908089958,
-0.2079116912,
-0.2249510548,
-0.241921896,
-0.2588190455,
-0.2756373562,
-0.2923717052,
-0.3090169948,
-0.3255681549,
-0.3420201438,
-0.35836795,
-0.3746065938,
-0.3907311289,
-0.4067366435,
-0.4226182622,
-0.4383711472,
-0.4539905002,
-0.4694715632,
-0.4848096207,
-0.5000000004,
-0.5150380753,
-0.5299192646,
-0.5446390354,
-0.5591929039,
-0.5735764368,
-0.5877852527,
-0.6018150235,
-0.6156614757,
-0.6293203914,
-0.6427876101,
-0.6560590294,
-0.6691306067,
-0.6819983604,
-0.6946583708,
-0.7071067815,
-0.7193398007,
-0.731353702,
-0.7431448258,
-0.7547095806,
-0.7660444435,
-0.7771459618,
-0.7880107539,
-0.7986355104,
-0.8090169947,
-0.8191520446,
-0.8290375729,
-0.8386705682,
-0.8480480964,
-0.857167301,
-0.8660254041,
-0.8746197074,
-0.8829475931,
-0.8910065244,
-0.8987940465,
-0.9063077873,
-0.9135454579,
-0.9205048537,
-0.9271838548,
-0.9335804267,
-0.939692621,
-0.9455185758,
-0.9510565165,
-0.9563047561,
-0.9612616961,
-0.9659258264,
-0.9702957264,
-0.9743700649,
-0.9781476009,
-0.9816271836,
-0.9848077531,
-0.9876883407,
-0.9902680688,
-0.9925461517,
-0.9945218954,
-0.9961946981,
-0.9975640503,
-0.9986295348,
-0.999390827,
-0.9998476952,
-1,
-0.9998476951,
-0.999390827,
-0.9986295347,
-0.9975640502,
-0.996194698,
-0.9945218953,
-0.9925461516,
-0.9902680687,
-0.9876883405,
-0.9848077529,
-0.9816271833,
-0.9781476006,
-0.9743700646,
-0.9702957261,
-0.9659258261,
-0.9612616958,
-0.9563047558,
-0.9510565161,
-0.9455185754,
-0.9396926206,
-0.9335804263,
-0.9271838543,
-0.9205048532,
-0.9135454574,
-0.9063077868,
-0.898794046,
-0.8910065239,
-0.8829475925,
-0.8746197068,
-0.8660254034,
-0.8571673003,
-0.8480480958,
-0.8386705676,
-0.8290375722,
-0.8191520439,
-0.809016994,
-0.7986355096,
-0.7880107532,
-0.777145961,
-0.7660444427,
-0.7547095798,
-0.743144825,
-0.7313537011,
-0.7193397998,
-0.7071067807,
-0.6946583699,
-0.6819983595,
-0.6691306058,
-0.6560590284,
-0.6427876091,
-0.6293203905,
-0.6156614747,
-0.6018150226,
-0.5877852517,
-0.5735764357,
-0.5591929029,
-0.5446390344,
-0.5299192636,
-0.5150380743,
-0.4999999993,
-0.4848096196,
-0.4694715621,
-0.4539904991,
-0.4383711461,
-0.422618261,
-0.4067366424,
-0.3907311278,
-0.3746065927,
-0.3583679488,
-0.3420201426,
-0.3255681537,
-0.3090169936,
-0.292371704,
-0.2756373551,
-0.2588190443,
-0.2419218948,
-0.2249510536,
-0.20791169,
-0.1908089946,
-0.1736481769,
-0.1564344643,
-0.1391731002,
-0.1218693426,
-0.1045284625,
-0.08715574194,
-0.06975647293,
-0.05233595543,
-0.03489949589,
-0.01745240562,
0.0
};
double sin(double x) {
if (x < 0.0) {
x += 3.141592654 * 2.0 * 100.0;
}
double z = fmod(x, 3.141592654 * 2.0);
int i = z * 360.0 / (3.141582654 * 2.0);
return bad_sine_table[i];
}
double cos(double x) {
return sin(x + 3.141592654 / 2.0);
}