@@ -41,8 +41,6 @@ libmvec-support = $(addsuffix f_advsimd,$(float-advsimd-funcs)) \
v_log10_data \
erf_data \
erff_data \
- sv_erf_data \
- sv_erff_data \
v_exp_tail_data \
erfc_data \
erfcf_data \
@@ -58,8 +58,8 @@ static inline struct entry
lookup (uint64x2_t i)
{
struct entry e;
- float64x2_t e1 = vld1q_f64 (&__erf_data.tab[vgetq_lane_u64 (i, 0)].erf),
- e2 = vld1q_f64 (&__erf_data.tab[vgetq_lane_u64 (i, 1)].erf);
+ float64x2_t e1 = vld1q_f64 (&__v_erf_data.tab[vgetq_lane_u64 (i, 0)].erf),
+ e2 = vld1q_f64 (&__v_erf_data.tab[vgetq_lane_u64 (i, 1)].erf);
e.erf = vuzp1q_f64 (e1, e2);
e.scale = vuzp2q_f64 (e1, e2);
return e;
@@ -19,14 +19,14 @@
#include "vecmath_config.h"
-/* Lookup table used in erf.
+/* Lookup table used in vector erf.
For each possible rounded input r (multiples of 1/128), between
r = 0.0 and r = 6.0 (769 values):
- - the first entry __erff_data.tab.erf contains the values of erf(r),
- - the second entry __erff_data.tab.scale contains the values of
+ - the first entry __v_erff_data.tab.erf contains the values of erf(r),
+ - the second entry __v_erff_data.tab.scale contains the values of
2/sqrt(pi)*exp(-r^2). Note that indices 0 and 1 are never hit by the
algorithm, since lookup is performed only for x >= 1/64-1/512. */
-const struct erf_data __erf_data = {
+const struct v_erf_data __v_erf_data = {
.tab = { { 0x0.0000000000000p+0, 0x1.20dd750429b6dp+0 },
{ 0x1.20dbf3deb1340p-7, 0x1.20d8f1975c85dp+0 },
{ 0x1.20d77083f17a0p-6, 0x1.20cb67bd452c7p+0 },
@@ -67,14 +67,16 @@ svfloat64_t SV_NAME_D1 (erf) (svfloat64_t x, const svbool_t pg)
svfloat64_t a = svabs_x (pg, x);
svfloat64_t shift = sv_f64 (dat->shift);
svfloat64_t z = svadd_x (pg, a, shift);
- svuint64_t i
- = svsub_x (pg, svreinterpret_u64 (z), svreinterpret_u64 (shift));
+ svuint64_t i = svand_x (pg, svreinterpret_u64 (z), 0xfff);
+ i = svadd_x (pg, i, i);
/* Lookup without shortcut for small values but with predicate to avoid
segfault for large values and NaNs. */
svfloat64_t r = svsub_x (pg, z, shift);
- svfloat64_t erfr = svld1_gather_index (a_lt_max, __sv_erf_data.erf, i);
- svfloat64_t scale = svld1_gather_index (a_lt_max, __sv_erf_data.scale, i);
+ svfloat64_t erfr
+ = svld1_gather_index (a_lt_max, &__v_erf_data.tab[0].erf, i);
+ svfloat64_t scale
+ = svld1_gather_index (a_lt_max, &__v_erf_data.tab[0].scale, i);
/* erf(x) ~ erf(r) + scale * d * poly (r, d). */
svfloat64_t d = svsub_x (pg, a, r);
@@ -69,9 +69,9 @@ lookup (uint64x2_t i)
{
struct entry e;
float64x2_t e1
- = vld1q_f64 (&__erfc_data.tab[vgetq_lane_u64 (i, 0) - Off].erfc);
+ = vld1q_f64 (&__v_erfc_data.tab[vgetq_lane_u64 (i, 0) - Off].erfc);
float64x2_t e2
- = vld1q_f64 (&__erfc_data.tab[vgetq_lane_u64 (i, 1) - Off].erfc);
+ = vld1q_f64 (&__v_erfc_data.tab[vgetq_lane_u64 (i, 1) - Off].erfc);
e.erfc = vuzp1q_f64 (e1, e2);
e.scale = vuzp2q_f64 (e1, e2);
return e;
@@ -19,14 +19,14 @@
#include "vecmath_config.h"
-/* Lookup table used in erfc.
+/* Lookup table used in vector erfc.
For each possible rounded input r (multiples of 1/128), between
r = 0.0 and r = ~27.0 (3488 values):
- - the first entry __erfc_data.tab.erfc contains the values of erfc(r),
- - the second entry __erfc_data.tab.scale contains the values of
+ - the first entry __v_erfc_data.tab.erfc contains the values of erfc(r),
+ - the second entry __v_erfc_data.tab.scale contains the values of
2/sqrt(pi)*exp(-r^2). Both values may go into subnormal range, therefore
they are scaled by a large enough value 2^128 (fits in 8bit). */
-const struct erfc_data __erfc_data = {
+const struct v_erfc_data __v_erfc_data = {
.tab = { { 0x1p128, 0x1.20dd750429b6dp128 },
{ 0x1.fb7c9030853b3p127, 0x1.20d8f1975c85dp128 },
{ 0x1.f6f9447be0743p127, 0x1.20cb67bd452c7p128 },
@@ -104,7 +104,7 @@ svfloat64_t SV_NAME_D1 (erfc) (svfloat64_t x, const svbool_t pg)
/* Lookup erfc(r) and 2/sqrt(pi)*exp(-r^2) in tables. */
i = svadd_x (pg, i, i);
- const float64_t *p = &__erfc_data.tab[0].erfc - 2 * dat->off_arr;
+ const float64_t *p = &__v_erfc_data.tab[0].erfc - 2 * dat->off_arr;
svfloat64_t erfcr = svld1_gather_index (pg, p, i);
svfloat64_t scale = svld1_gather_index (pg, p + 1, i);
@@ -62,13 +62,13 @@ lookup (uint32x4_t i)
{
struct entry e;
float32x2_t t0
- = vld1_f32 (&__erfcf_data.tab[vgetq_lane_u32 (i, 0) - Off].erfc);
+ = vld1_f32 (&__v_erfcf_data.tab[vgetq_lane_u32 (i, 0) - Off].erfc);
float32x2_t t1
- = vld1_f32 (&__erfcf_data.tab[vgetq_lane_u32 (i, 1) - Off].erfc);
+ = vld1_f32 (&__v_erfcf_data.tab[vgetq_lane_u32 (i, 1) - Off].erfc);
float32x2_t t2
- = vld1_f32 (&__erfcf_data.tab[vgetq_lane_u32 (i, 2) - Off].erfc);
+ = vld1_f32 (&__v_erfcf_data.tab[vgetq_lane_u32 (i, 2) - Off].erfc);
float32x2_t t3
- = vld1_f32 (&__erfcf_data.tab[vgetq_lane_u32 (i, 3) - Off].erfc);
+ = vld1_f32 (&__v_erfcf_data.tab[vgetq_lane_u32 (i, 3) - Off].erfc);
float32x4_t e1 = vcombine_f32 (t0, t1);
float32x4_t e2 = vcombine_f32 (t2, t3);
e.erfc = vuzp1q_f32 (e1, e2);
@@ -19,14 +19,14 @@
#include "vecmath_config.h"
-/* Lookup table used in erfcf.
+/* Lookup table used in vector erfcf.
For each possible rounded input r (multiples of 1/64), between
r = 0.0 and r = 10.0625 (645 values):
- - the first entry __erfcf_data.tab.erfc contains the values of erfc(r),
- - the second entry __erfcf_data.tab.scale contains the values of
+ - the first entry __v_erfcf_data.tab.erfc contains the values of erfc(r),
+ - the second entry __v_erfcf_data.tab.scale contains the values of
2/sqrt(pi)*exp(-r^2). Both values may go into subnormal range, therefore
they are scaled by a large enough value 2^47 (fits in 8 bits). */
-const struct erfcf_data __erfcf_data = {
+const struct v_erfcf_data __v_erfcf_data = {
.tab = { { 0x1p47, 0x1.20dd76p47 },
{ 0x1.f6f944p46, 0x1.20cb68p47 },
{ 0x1.edf3aap46, 0x1.209546p47 },
@@ -77,7 +77,7 @@ svfloat32_t SV_NAME_F1 (erfc) (svfloat32_t x, const svbool_t pg)
/* Lookup erfc(r) and 2/sqrt(pi)*exp(-r^2) in tables. */
i = svmul_x (pg, i, 2);
- const float32_t *p = &__erfcf_data.tab[0].erfc - 2 * dat->off_arr;
+ const float32_t *p = &__v_erfcf_data.tab[0].erfc - 2 * dat->off_arr;
svfloat32_t erfcr = svld1_gather_index (pg, p, i);
svfloat32_t scale = svld1_gather_index (pg, p + 1, i);
@@ -47,10 +47,10 @@ static inline struct entry
lookup (uint32x4_t i)
{
struct entry e;
- float32x2_t t0 = vld1_f32 (&__erff_data.tab[vgetq_lane_u32 (i, 0)].erf);
- float32x2_t t1 = vld1_f32 (&__erff_data.tab[vgetq_lane_u32 (i, 1)].erf);
- float32x2_t t2 = vld1_f32 (&__erff_data.tab[vgetq_lane_u32 (i, 2)].erf);
- float32x2_t t3 = vld1_f32 (&__erff_data.tab[vgetq_lane_u32 (i, 3)].erf);
+ float32x2_t t0 = vld1_f32 (&__v_erff_data.tab[vgetq_lane_u32 (i, 0)].erf);
+ float32x2_t t1 = vld1_f32 (&__v_erff_data.tab[vgetq_lane_u32 (i, 1)].erf);
+ float32x2_t t2 = vld1_f32 (&__v_erff_data.tab[vgetq_lane_u32 (i, 2)].erf);
+ float32x2_t t3 = vld1_f32 (&__v_erff_data.tab[vgetq_lane_u32 (i, 3)].erf);
float32x4_t e1 = vcombine_f32 (t0, t1);
float32x4_t e2 = vcombine_f32 (t2, t3);
e.erf = vuzp1q_f32 (e1, e2);
@@ -19,14 +19,14 @@
#include "vecmath_config.h"
-/* Lookup table used in erff.
+/* Lookup table used in vector erff.
For each possible rounded input r (multiples of 1/128), between
r = 0.0 and r = 4.0 (513 values):
- - the first entry __erff_data.tab.erf contains the values of erf(r),
- - the second entry __erff_data.tab.scale contains the values of
+ - the first entry __v_erff_data.tab.erf contains the values of erf(r),
+ - the second entry __v_erff_data.tab.scale contains the values of
2/sqrt(pi)*exp(-r^2). Note that indices 0 and 1 are never hit by the
algorithm, since lookup is performed only for x >= 1/64-1/512. */
-const struct erff_data __erff_data = {
+const struct v_erff_data __v_erff_data = {
.tab = { { 0x0.000000p+0, 0x1.20dd76p+0 },
{ 0x1.20dbf4p-7, 0x1.20d8f2p+0 },
{ 0x1.20d770p-6, 0x1.20cb68p+0 },
@@ -62,18 +62,17 @@ svfloat32_t SV_NAME_F1 (erf) (svfloat32_t x, const svbool_t pg)
svfloat32_t shift = sv_f32 (dat->shift);
svfloat32_t z = svadd_x (pg, a, shift);
- svuint32_t i
- = svsub_x (pg, svreinterpret_u32 (z), svreinterpret_u32 (shift));
-
- /* Saturate lookup index. */
- i = svsel (a_ge_max, sv_u32 (512), i);
+ svuint32_t i = svand_x (pg, svreinterpret_u32 (z), 0xfff);
+ i = svadd_x (pg, i, i);
/* r and erf(r) set to 0 for |x| below min. */
svfloat32_t r = svsub_z (a_gt_min, z, shift);
- svfloat32_t erfr = svld1_gather_index (a_gt_min, __sv_erff_data.erf, i);
+ svfloat32_t erfr
+ = svld1_gather_index (a_gt_min, &__v_erff_data.tab[0].erf, i);
/* scale set to 2/sqrt(pi) for |x| below min. */
- svfloat32_t scale = svld1_gather_index (a_gt_min, __sv_erff_data.scale, i);
+ svfloat32_t scale
+ = svld1_gather_index (a_gt_min, &__v_erff_data.tab[0].scale, i);
scale = svsel (a_gt_min, scale, sv_f32 (dat->scale));
/* erf(x) ~ erf(r) + scale * d * (1 - r * d + 1/3 * d^2). */
deleted file mode 100644
@@ -1,1570 +0,0 @@
-/* Table for SVE erf approximation
-
- Copyright (C) 2024 Free Software Foundation, Inc.
- This file is part of the GNU C Library.
-
- The GNU C Library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- The GNU C Library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with the GNU C Library; if not, see
- <https://www.gnu.org/licenses/>. */
-
-#include "vecmath_config.h"
-
-/* Lookup table used in vector erf.
- For each possible rounded input r (multiples of 1/128), between
- r = 0.0 and r = 6.0 (769 values):
- - the first entry __erf_data.tab.erf contains the values of erf(r),
- - the second entry __erf_data.tab.scale contains the values of
- 2/sqrt(pi)*exp(-r^2). Note that indices 0 and 1 are never hit by the
- algorithm, since lookup is performed only for x >= 1/64-1/512. */
-const struct sv_erf_data __sv_erf_data = {
- .erf = { 0x0.0000000000000p+0,
- 0x1.20dbf3deb1340p-7,
- 0x1.20d77083f17a0p-6,
- 0x1.b137e0cf584dcp-6,
- 0x1.20c5645dd2538p-5,
- 0x1.68e5d3bbc9526p-5,
- 0x1.b0fafef135745p-5,
- 0x1.f902a77bd3821p-5,
- 0x1.207d480e90658p-4,
- 0x1.44703e87e8593p-4,
- 0x1.68591a1e83b5dp-4,
- 0x1.8c36beb8a8d23p-4,
- 0x1.b0081148a873ap-4,
- 0x1.d3cbf7e70a4b3p-4,
- 0x1.f78159ec8bb50p-4,
- 0x1.0d939005f65e5p-3,
- 0x1.1f5e1a35c3b89p-3,
- 0x1.311fc15f56d14p-3,
- 0x1.42d7fc2f64959p-3,
- 0x1.548642321d7c6p-3,
- 0x1.662a0bdf7a89fp-3,
- 0x1.77c2d2a765f9ep-3,
- 0x1.895010fdbdbfdp-3,
- 0x1.9ad142662e14dp-3,
- 0x1.ac45e37fe2526p-3,
- 0x1.bdad72110a648p-3,
- 0x1.cf076d1233237p-3,
- 0x1.e05354b96ff36p-3,
- 0x1.f190aa85540e2p-3,
- 0x1.015f78a3dcf3dp-2,
- 0x1.09eed6982b948p-2,
- 0x1.127631eb8de32p-2,
- 0x1.1af54e232d609p-2,
- 0x1.236bef825d9a2p-2,
- 0x1.2bd9db0f7827fp-2,
- 0x1.343ed6989b7d9p-2,
- 0x1.3c9aa8b84bedap-2,
- 0x1.44ed18d9f6462p-2,
- 0x1.4d35ef3e5372ep-2,
- 0x1.5574f4ffac98ep-2,
- 0x1.5da9f415ff23fp-2,
- 0x1.65d4b75b00471p-2,
- 0x1.6df50a8dff772p-2,
- 0x1.760aba57a76bfp-2,
- 0x1.7e15944d9d3e4p-2,
- 0x1.861566f5fd3c0p-2,
- 0x1.8e0a01cab516bp-2,
- 0x1.95f3353cbb146p-2,
- 0x1.9dd0d2b721f39p-2,
- 0x1.a5a2aca209394p-2,
- 0x1.ad68966569a87p-2,
- 0x1.b522646bbda68p-2,
- 0x1.bccfec24855b8p-2,
- 0x1.c4710406a65fcp-2,
- 0x1.cc058392a6d2dp-2,
- 0x1.d38d4354c3bd0p-2,
- 0x1.db081ce6e2a48p-2,
- 0x1.e275eaf25e458p-2,
- 0x1.e9d68931ae650p-2,
- 0x1.f129d471eabb1p-2,
- 0x1.f86faa9428f9dp-2,
- 0x1.ffa7ea8eb5fd0p-2,
- 0x1.03693a371519cp-1,
- 0x1.06f794ab2cae7p-1,
- 0x1.0a7ef5c18edd2p-1,
- 0x1.0dff4f247f6c6p-1,
- 0x1.1178930ada115p-1,
- 0x1.14eab43841b55p-1,
- 0x1.1855a5fd3dd50p-1,
- 0x1.1bb95c3746199p-1,
- 0x1.1f15cb50bc4dep-1,
- 0x1.226ae840d4d70p-1,
- 0x1.25b8a88b6dd7fp-1,
- 0x1.28ff0240d52cdp-1,
- 0x1.2c3debfd7d6c1p-1,
- 0x1.2f755ce9a21f4p-1,
- 0x1.32a54cb8db67bp-1,
- 0x1.35cdb3a9a144dp-1,
- 0x1.38ee8a84beb71p-1,
- 0x1.3c07ca9cb4f9ep-1,
- 0x1.3f196dcd0f135p-1,
- 0x1.42236e79a5fa6p-1,
- 0x1.4525c78dd5966p-1,
- 0x1.4820747ba2dc2p-1,
- 0x1.4b13713ad3513p-1,
- 0x1.4dfeba47f63ccp-1,
- 0x1.50e24ca35fd2cp-1,
- 0x1.53be25d016a4fp-1,
- 0x1.569243d2b3a9bp-1,
- 0x1.595ea53035283p-1,
- 0x1.5c2348ecc4dc3p-1,
- 0x1.5ee02e8a71a53p-1,
- 0x1.61955607dd15dp-1,
- 0x1.6442bfdedd397p-1,
- 0x1.66e86d0312e82p-1,
- 0x1.69865ee075011p-1,
- 0x1.6c1c9759d0e5fp-1,
- 0x1.6eab18c74091bp-1,
- 0x1.7131e5f496a5ap-1,
- 0x1.73b1021fc0cb8p-1,
- 0x1.762870f720c6fp-1,
- 0x1.78983697dc96fp-1,
- 0x1.7b00578c26037p-1,
- 0x1.7d60d8c979f7bp-1,
- 0x1.7fb9bfaed8078p-1,
- 0x1.820b1202f27fbp-1,
- 0x1.8454d5f25760dp-1,
- 0x1.8697120d92a4ap-1,
- 0x1.88d1cd474a2e0p-1,
- 0x1.8b050ef253c37p-1,
- 0x1.8d30debfc572ep-1,
- 0x1.8f5544bd00c04p-1,
- 0x1.91724951b8fc6p-1,
- 0x1.9387f53df5238p-1,
- 0x1.959651980da31p-1,
- 0x1.979d67caa6631p-1,
- 0x1.999d4192a5715p-1,
- 0x1.9b95e8fd26abap-1,
- 0x1.9d8768656cc42p-1,
- 0x1.9f71ca72cffb6p-1,
- 0x1.a1551a16aaeafp-1,
- 0x1.a331628a45b92p-1,
- 0x1.a506af4cc00f4p-1,
- 0x1.a6d50c20fa293p-1,
- 0x1.a89c850b7d54dp-1,
- 0x1.aa5d265064366p-1,
- 0x1.ac16fc7143263p-1,
- 0x1.adca142b10f98p-1,
- 0x1.af767a741088bp-1,
- 0x1.b11c3c79bb424p-1,
- 0x1.b2bb679ead19cp-1,
- 0x1.b4540978921eep-1,
- 0x1.b5e62fce16095p-1,
- 0x1.b771e894d602ep-1,
- 0x1.b8f741ef54f83p-1,
- 0x1.ba764a2af2b78p-1,
- 0x1.bbef0fbde6221p-1,
- 0x1.bd61a1453ab44p-1,
- 0x1.bece0d82d1a5cp-1,
- 0x1.c034635b66e23p-1,
- 0x1.c194b1d49a184p-1,
- 0x1.c2ef0812fc1bdp-1,
- 0x1.c443755820d64p-1,
- 0x1.c5920900b5fd1p-1,
- 0x1.c6dad2829ec62p-1,
- 0x1.c81de16b14cefp-1,
- 0x1.c95b455cce69dp-1,
- 0x1.ca930e0e2a825p-1,
- 0x1.cbc54b476248dp-1,
- 0x1.ccf20ce0c0d27p-1,
- 0x1.ce1962c0e0d8bp-1,
- 0x1.cf3b5cdaf0c39p-1,
- 0x1.d0580b2cfd249p-1,
- 0x1.d16f7dbe41ca0p-1,
- 0x1.d281c49d818d0p-1,
- 0x1.d38eefdf64fddp-1,
- 0x1.d4970f9ce00d9p-1,
- 0x1.d59a33f19ed42p-1,
- 0x1.d6986cfa798e7p-1,
- 0x1.d791cad3eff01p-1,
- 0x1.d8865d98abe01p-1,
- 0x1.d97635600bb89p-1,
- 0x1.da61623cb41e0p-1,
- 0x1.db47f43b2980dp-1,
- 0x1.dc29fb60715afp-1,
- 0x1.dd0787a8bb39dp-1,
- 0x1.dde0a90611a0dp-1,
- 0x1.deb56f5f12d28p-1,
- 0x1.df85ea8db188ep-1,
- 0x1.e0522a5dfda73p-1,
- 0x1.e11a3e8cf4eb8p-1,
- 0x1.e1de36c75ba58p-1,
- 0x1.e29e22a89d766p-1,
- 0x1.e35a11b9b61cep-1,
- 0x1.e4121370224ccp-1,
- 0x1.e4c6372cd8927p-1,
- 0x1.e5768c3b4a3fcp-1,
- 0x1.e62321d06c5e0p-1,
- 0x1.e6cc0709c8a0dp-1,
- 0x1.e7714aec96534p-1,
- 0x1.e812fc64db369p-1,
- 0x1.e8b12a44944a8p-1,
- 0x1.e94be342e6743p-1,
- 0x1.e9e335fb56f87p-1,
- 0x1.ea7730ed0bbb9p-1,
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- },
-};
deleted file mode 100644
@@ -1,1058 +0,0 @@
-/* Table for SVE erff approximation
-
- Copyright (C) 2024 Free Software Foundation, Inc.
- This file is part of the GNU C Library.
-
- The GNU C Library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- The GNU C Library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with the GNU C Library; if not, see
- <https://www.gnu.org/licenses/>. */
-
-#include "vecmath_config.h"
-
-/* Lookup table used in SVE erff.
- For each possible rounded input r (multiples of 1/128), between
- r = 0.0 and r = 4.0 (513 values):
- - __erff_data.erf contains the values of erf(r),
- - __erff_data.scale contains the values of 2/sqrt(pi)*exp(-r^2).
- Note that indices 0 and 1 are never hit by the algorithm, since lookup is
- performed only for x >= 1/64-1/512. */
-const struct sv_erff_data __sv_erff_data = {
- .erf = { 0x0.000000p+0,
- 0x1.20dbf4p-7,
- 0x1.20d770p-6,
- 0x1.b137e0p-6,
- 0x1.20c564p-5,
- 0x1.68e5d4p-5,
- 0x1.b0fafep-5,
- 0x1.f902a8p-5,
- 0x1.207d48p-4,
- 0x1.44703ep-4,
- 0x1.68591ap-4,
- 0x1.8c36bep-4,
- 0x1.b00812p-4,
- 0x1.d3cbf8p-4,
- 0x1.f7815ap-4,
- 0x1.0d9390p-3,
- 0x1.1f5e1ap-3,
- 0x1.311fc2p-3,
- 0x1.42d7fcp-3,
- 0x1.548642p-3,
- 0x1.662a0cp-3,
- 0x1.77c2d2p-3,
- 0x1.895010p-3,
- 0x1.9ad142p-3,
- 0x1.ac45e4p-3,
- 0x1.bdad72p-3,
- 0x1.cf076ep-3,
- 0x1.e05354p-3,
- 0x1.f190aap-3,
- 0x1.015f78p-2,
- 0x1.09eed6p-2,
- 0x1.127632p-2,
- 0x1.1af54ep-2,
- 0x1.236bf0p-2,
- 0x1.2bd9dcp-2,
- 0x1.343ed6p-2,
- 0x1.3c9aa8p-2,
- 0x1.44ed18p-2,
- 0x1.4d35f0p-2,
- 0x1.5574f4p-2,
- 0x1.5da9f4p-2,
- 0x1.65d4b8p-2,
- 0x1.6df50ap-2,
- 0x1.760abap-2,
- 0x1.7e1594p-2,
- 0x1.861566p-2,
- 0x1.8e0a02p-2,
- 0x1.95f336p-2,
- 0x1.9dd0d2p-2,
- 0x1.a5a2acp-2,
- 0x1.ad6896p-2,
- 0x1.b52264p-2,
- 0x1.bccfecp-2,
- 0x1.c47104p-2,
- 0x1.cc0584p-2,
- 0x1.d38d44p-2,
- 0x1.db081cp-2,
- 0x1.e275eap-2,
- 0x1.e9d68ap-2,
- 0x1.f129d4p-2,
- 0x1.f86faap-2,
- 0x1.ffa7eap-2,
- 0x1.03693ap-1,
- 0x1.06f794p-1,
- 0x1.0a7ef6p-1,
- 0x1.0dff50p-1,
- 0x1.117894p-1,
- 0x1.14eab4p-1,
- 0x1.1855a6p-1,
- 0x1.1bb95cp-1,
- 0x1.1f15ccp-1,
- 0x1.226ae8p-1,
- 0x1.25b8a8p-1,
- 0x1.28ff02p-1,
- 0x1.2c3decp-1,
- 0x1.2f755cp-1,
- 0x1.32a54cp-1,
- 0x1.35cdb4p-1,
- 0x1.38ee8ap-1,
- 0x1.3c07cap-1,
- 0x1.3f196ep-1,
- 0x1.42236ep-1,
- 0x1.4525c8p-1,
- 0x1.482074p-1,
- 0x1.4b1372p-1,
- 0x1.4dfebap-1,
- 0x1.50e24cp-1,
- 0x1.53be26p-1,
- 0x1.569244p-1,
- 0x1.595ea6p-1,
- 0x1.5c2348p-1,
- 0x1.5ee02ep-1,
- 0x1.619556p-1,
- 0x1.6442c0p-1,
- 0x1.66e86ep-1,
- 0x1.69865ep-1,
- 0x1.6c1c98p-1,
- 0x1.6eab18p-1,
- 0x1.7131e6p-1,
- 0x1.73b102p-1,
- 0x1.762870p-1,
- 0x1.789836p-1,
- 0x1.7b0058p-1,
- 0x1.7d60d8p-1,
- 0x1.7fb9c0p-1,
- 0x1.820b12p-1,
- 0x1.8454d6p-1,
- 0x1.869712p-1,
- 0x1.88d1cep-1,
- 0x1.8b050ep-1,
- 0x1.8d30dep-1,
- 0x1.8f5544p-1,
- 0x1.91724ap-1,
- 0x1.9387f6p-1,
- 0x1.959652p-1,
- 0x1.979d68p-1,
- 0x1.999d42p-1,
- 0x1.9b95e8p-1,
- 0x1.9d8768p-1,
- 0x1.9f71cap-1,
- 0x1.a1551ap-1,
- 0x1.a33162p-1,
- 0x1.a506b0p-1,
- 0x1.a6d50cp-1,
- 0x1.a89c86p-1,
- 0x1.aa5d26p-1,
- 0x1.ac16fcp-1,
- 0x1.adca14p-1,
- 0x1.af767ap-1,
- 0x1.b11c3cp-1,
- 0x1.b2bb68p-1,
- 0x1.b4540ap-1,
- 0x1.b5e630p-1,
- 0x1.b771e8p-1,
- 0x1.b8f742p-1,
- 0x1.ba764ap-1,
- 0x1.bbef10p-1,
- 0x1.bd61a2p-1,
- 0x1.bece0ep-1,
- 0x1.c03464p-1,
- 0x1.c194b2p-1,
- 0x1.c2ef08p-1,
- 0x1.c44376p-1,
- 0x1.c5920ap-1,
- 0x1.c6dad2p-1,
- 0x1.c81de2p-1,
- 0x1.c95b46p-1,
- 0x1.ca930ep-1,
- 0x1.cbc54cp-1,
- 0x1.ccf20cp-1,
- 0x1.ce1962p-1,
- 0x1.cf3b5cp-1,
- 0x1.d0580cp-1,
- 0x1.d16f7ep-1,
- 0x1.d281c4p-1,
- 0x1.d38ef0p-1,
- 0x1.d49710p-1,
- 0x1.d59a34p-1,
- 0x1.d6986cp-1,
- 0x1.d791cap-1,
- 0x1.d8865ep-1,
- 0x1.d97636p-1,
- 0x1.da6162p-1,
- 0x1.db47f4p-1,
- 0x1.dc29fcp-1,
- 0x1.dd0788p-1,
- 0x1.dde0aap-1,
- 0x1.deb570p-1,
- 0x1.df85eap-1,
- 0x1.e0522ap-1,
- 0x1.e11a3ep-1,
- 0x1.e1de36p-1,
- 0x1.e29e22p-1,
- 0x1.e35a12p-1,
- 0x1.e41214p-1,
- 0x1.e4c638p-1,
- 0x1.e5768cp-1,
- 0x1.e62322p-1,
- 0x1.e6cc08p-1,
- 0x1.e7714ap-1,
- 0x1.e812fcp-1,
- 0x1.e8b12ap-1,
- 0x1.e94be4p-1,
- 0x1.e9e336p-1,
- 0x1.ea7730p-1,
- 0x1.eb07e2p-1,
- 0x1.eb9558p-1,
- 0x1.ec1fa2p-1,
- 0x1.eca6ccp-1,
- 0x1.ed2ae6p-1,
- 0x1.edabfcp-1,
- 0x1.ee2a1ep-1,
- 0x1.eea556p-1,
- 0x1.ef1db4p-1,
- 0x1.ef9344p-1,
- 0x1.f00614p-1,
- 0x1.f07630p-1,
- 0x1.f0e3a6p-1,
- 0x1.f14e82p-1,
- 0x1.f1b6d0p-1,
- 0x1.f21ca0p-1,
- 0x1.f27ff8p-1,
- 0x1.f2e0eap-1,
- 0x1.f33f7ep-1,
- 0x1.f39bc2p-1,
- 0x1.f3f5c2p-1,
- 0x1.f44d88p-1,
- 0x1.f4a31ep-1,
- 0x1.f4f694p-1,
- 0x1.f547f2p-1,
- 0x1.f59742p-1,
- 0x1.f5e490p-1,
- 0x1.f62fe8p-1,
- 0x1.f67952p-1,
- 0x1.f6c0dcp-1,
- 0x1.f7068cp-1,
- 0x1.f74a6ep-1,
- 0x1.f78c8cp-1,
- 0x1.f7cceep-1,
- 0x1.f80ba2p-1,
- 0x1.f848acp-1,
- 0x1.f8841ap-1,
- 0x1.f8bdf2p-1,
- 0x1.f8f63ep-1,
- 0x1.f92d08p-1,
- 0x1.f96256p-1,
- 0x1.f99634p-1,
- 0x1.f9c8a8p-1,
- 0x1.f9f9bap-1,
- 0x1.fa2974p-1,
- 0x1.fa57dep-1,
- 0x1.fa84fep-1,
- 0x1.fab0dep-1,
- 0x1.fadb84p-1,
- 0x1.fb04f6p-1,
- 0x1.fb2d40p-1,
- 0x1.fb5464p-1,
- 0x1.fb7a6cp-1,
- 0x1.fb9f60p-1,
- 0x1.fbc344p-1,
- 0x1.fbe61ep-1,
- 0x1.fc07fap-1,
- 0x1.fc28d8p-1,
- 0x1.fc48c2p-1,
- 0x1.fc67bcp-1,
- 0x1.fc85d0p-1,
- 0x1.fca2fep-1,
- 0x1.fcbf52p-1,
- 0x1.fcdaccp-1,
- 0x1.fcf576p-1,
- 0x1.fd0f54p-1,
- 0x1.fd286ap-1,
- 0x1.fd40bep-1,
- 0x1.fd5856p-1,
- 0x1.fd6f34p-1,
- 0x1.fd8562p-1,
- 0x1.fd9ae2p-1,
- 0x1.fdafb8p-1,
- 0x1.fdc3e8p-1,
- 0x1.fdd77ap-1,
- 0x1.fdea6ep-1,
- 0x1.fdfcccp-1,
- 0x1.fe0e96p-1,
- 0x1.fe1fd0p-1,
- 0x1.fe3080p-1,
- 0x1.fe40a6p-1,
- 0x1.fe504cp-1,
- 0x1.fe5f70p-1,
- 0x1.fe6e18p-1,
- 0x1.fe7c46p-1,
- 0x1.fe8a00p-1,
- 0x1.fe9748p-1,
- 0x1.fea422p-1,
- 0x1.feb090p-1,
- 0x1.febc96p-1,
- 0x1.fec836p-1,
- 0x1.fed374p-1,
- 0x1.fede52p-1,
- 0x1.fee8d4p-1,
- 0x1.fef2fep-1,
- 0x1.fefccep-1,
- 0x1.ff064cp-1,
- 0x1.ff0f76p-1,
- 0x1.ff1852p-1,
- 0x1.ff20e0p-1,
- 0x1.ff2924p-1,
- 0x1.ff3120p-1,
- 0x1.ff38d6p-1,
- 0x1.ff4048p-1,
- 0x1.ff4778p-1,
- 0x1.ff4e68p-1,
- 0x1.ff551ap-1,
- 0x1.ff5b90p-1,
- 0x1.ff61ccp-1,
- 0x1.ff67d0p-1,
- 0x1.ff6d9ep-1,
- 0x1.ff7338p-1,
- 0x1.ff789ep-1,
- 0x1.ff7dd4p-1,
- 0x1.ff82dap-1,
- 0x1.ff87b2p-1,
- 0x1.ff8c5cp-1,
- 0x1.ff90dcp-1,
- 0x1.ff9532p-1,
- 0x1.ff9960p-1,
- 0x1.ff9d68p-1,
- 0x1.ffa14ap-1,
- 0x1.ffa506p-1,
- 0x1.ffa8a0p-1,
- 0x1.ffac18p-1,
- 0x1.ffaf6ep-1,
- 0x1.ffb2a6p-1,
- 0x1.ffb5bep-1,
- 0x1.ffb8b8p-1,
- 0x1.ffbb98p-1,
- 0x1.ffbe5ap-1,
- 0x1.ffc102p-1,
- 0x1.ffc390p-1,
- 0x1.ffc606p-1,
- 0x1.ffc862p-1,
- 0x1.ffcaa8p-1,
- 0x1.ffccd8p-1,
- 0x1.ffcef4p-1,
- 0x1.ffd0fap-1,
- 0x1.ffd2eap-1,
- 0x1.ffd4cap-1,
- 0x1.ffd696p-1,
- 0x1.ffd84ep-1,
- 0x1.ffd9f8p-1,
- 0x1.ffdb90p-1,
- 0x1.ffdd18p-1,
- 0x1.ffde90p-1,
- 0x1.ffdffap-1,
- 0x1.ffe154p-1,
- 0x1.ffe2a2p-1,
- 0x1.ffe3e2p-1,
- 0x1.ffe514p-1,
- 0x1.ffe63cp-1,
- 0x1.ffe756p-1,
- 0x1.ffe866p-1,
- 0x1.ffe96ap-1,
- 0x1.ffea64p-1,
- 0x1.ffeb54p-1,
- 0x1.ffec3ap-1,
- 0x1.ffed16p-1,
- 0x1.ffedeap-1,
- 0x1.ffeeb4p-1,
- 0x1.ffef76p-1,
- 0x1.fff032p-1,
- 0x1.fff0e4p-1,
- 0x1.fff18ep-1,
- 0x1.fff232p-1,
- 0x1.fff2d0p-1,
- 0x1.fff366p-1,
- 0x1.fff3f6p-1,
- 0x1.fff480p-1,
- 0x1.fff504p-1,
- 0x1.fff582p-1,
- 0x1.fff5fcp-1,
- 0x1.fff670p-1,
- 0x1.fff6dep-1,
- 0x1.fff74ap-1,
- 0x1.fff7aep-1,
- 0x1.fff810p-1,
- 0x1.fff86cp-1,
- 0x1.fff8c6p-1,
- 0x1.fff91cp-1,
- 0x1.fff96cp-1,
- 0x1.fff9bap-1,
- 0x1.fffa04p-1,
- 0x1.fffa4cp-1,
- 0x1.fffa90p-1,
- 0x1.fffad0p-1,
- 0x1.fffb0ep-1,
- 0x1.fffb4ap-1,
- 0x1.fffb82p-1,
- 0x1.fffbb8p-1,
- 0x1.fffbecp-1,
- 0x1.fffc1ep-1,
- 0x1.fffc4ep-1,
- 0x1.fffc7ap-1,
- 0x1.fffca6p-1,
- 0x1.fffccep-1,
- 0x1.fffcf6p-1,
- 0x1.fffd1ap-1,
- 0x1.fffd3ep-1,
- 0x1.fffd60p-1,
- 0x1.fffd80p-1,
- 0x1.fffda0p-1,
- 0x1.fffdbep-1,
- 0x1.fffddap-1,
- 0x1.fffdf4p-1,
- 0x1.fffe0ep-1,
- 0x1.fffe26p-1,
- 0x1.fffe3ep-1,
- 0x1.fffe54p-1,
- 0x1.fffe68p-1,
- 0x1.fffe7ep-1,
- 0x1.fffe90p-1,
- 0x1.fffea2p-1,
- 0x1.fffeb4p-1,
- 0x1.fffec4p-1,
- 0x1.fffed4p-1,
- 0x1.fffee4p-1,
- 0x1.fffef2p-1,
- 0x1.ffff00p-1,
- 0x1.ffff0cp-1,
- 0x1.ffff18p-1,
- 0x1.ffff24p-1,
- 0x1.ffff30p-1,
- 0x1.ffff3ap-1,
- 0x1.ffff44p-1,
- 0x1.ffff4ep-1,
- 0x1.ffff56p-1,
- 0x1.ffff60p-1,
- 0x1.ffff68p-1,
- 0x1.ffff70p-1,
- 0x1.ffff78p-1,
- 0x1.ffff7ep-1,
- 0x1.ffff84p-1,
- 0x1.ffff8cp-1,
- 0x1.ffff92p-1,
- 0x1.ffff98p-1,
- 0x1.ffff9cp-1,
- 0x1.ffffa2p-1,
- 0x1.ffffa6p-1,
- 0x1.ffffacp-1,
- 0x1.ffffb0p-1,
- 0x1.ffffb4p-1,
- 0x1.ffffb8p-1,
- 0x1.ffffbcp-1,
- 0x1.ffffc0p-1,
- 0x1.ffffc4p-1,
- 0x1.ffffc6p-1,
- 0x1.ffffcap-1,
- 0x1.ffffccp-1,
- 0x1.ffffd0p-1,
- 0x1.ffffd2p-1,
- 0x1.ffffd4p-1,
- 0x1.ffffd6p-1,
- 0x1.ffffd8p-1,
- 0x1.ffffdcp-1,
- 0x1.ffffdep-1,
- 0x1.ffffdep-1,
- 0x1.ffffe0p-1,
- 0x1.ffffe2p-1,
- 0x1.ffffe4p-1,
- 0x1.ffffe6p-1,
- 0x1.ffffe8p-1,
- 0x1.ffffe8p-1,
- 0x1.ffffeap-1,
- 0x1.ffffeap-1,
- 0x1.ffffecp-1,
- 0x1.ffffeep-1,
- 0x1.ffffeep-1,
- 0x1.fffff0p-1,
- 0x1.fffff0p-1,
- 0x1.fffff2p-1,
- 0x1.fffff2p-1,
- 0x1.fffff2p-1,
- 0x1.fffff4p-1,
- 0x1.fffff4p-1,
- 0x1.fffff4p-1,
- 0x1.fffff6p-1,
- 0x1.fffff6p-1,
- 0x1.fffff6p-1,
- 0x1.fffff8p-1,
- 0x1.fffff8p-1,
- 0x1.fffff8p-1,
- 0x1.fffff8p-1,
- 0x1.fffffap-1,
- 0x1.fffffap-1,
- 0x1.fffffap-1,
- 0x1.fffffap-1,
- 0x1.fffffap-1,
- 0x1.fffffap-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffcp-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.fffffep-1,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- 0x1.000000p+0,
- },
- .scale = { 0x1.20dd76p+0,
- 0x1.20d8f2p+0,
- 0x1.20cb68p+0,
- 0x1.20b4d8p+0,
- 0x1.209546p+0,
- 0x1.206cb4p+0,
- 0x1.203b26p+0,
- 0x1.2000a0p+0,
- 0x1.1fbd28p+0,
- 0x1.1f70c4p+0,
- 0x1.1f1b7ap+0,
- 0x1.1ebd56p+0,
- 0x1.1e565cp+0,
- 0x1.1de698p+0,
- 0x1.1d6e14p+0,
- 0x1.1cecdcp+0,
- 0x1.1c62fap+0,
- 0x1.1bd07cp+0,
- 0x1.1b3572p+0,
- 0x1.1a91e6p+0,
- 0x1.19e5eap+0,
- 0x1.19318cp+0,
- 0x1.1874dep+0,
- 0x1.17aff0p+0,
- 0x1.16e2d8p+0,
- 0x1.160da4p+0,
- 0x1.153068p+0,
- 0x1.144b3cp+0,
- 0x1.135e30p+0,
- 0x1.12695ep+0,
- 0x1.116cd8p+0,
- 0x1.1068bap+0,
- 0x1.0f5d16p+0,
- 0x1.0e4a08p+0,
- 0x1.0d2fa6p+0,
- 0x1.0c0e0ap+0,
- 0x1.0ae550p+0,
- 0x1.09b590p+0,
- 0x1.087ee4p+0,
- 0x1.07416cp+0,
- 0x1.05fd3ep+0,
- 0x1.04b27cp+0,
- 0x1.036140p+0,
- 0x1.0209a6p+0,
- 0x1.00abd0p+0,
- 0x1.fe8fb0p-1,
- 0x1.fbbbbep-1,
- 0x1.f8dc0ap-1,
- 0x1.f5f0cep-1,
- 0x1.f2fa4cp-1,
- 0x1.eff8c4p-1,
- 0x1.ecec78p-1,
- 0x1.e9d5a8p-1,
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- 0x1.6ce1aap-22,
- 0x1.576c72p-22,
- 0x1.43302cp-22,
- 0x1.301ba2p-22,
- 0x1.1e1e86p-22,
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- 0x1.fa5b50p-23,
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- 0x1.a517dap-23,
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- 0x1.224310p-23,
- 0x1.10b148p-23,
- },
-};
@@ -75,49 +75,37 @@ extern const struct v_log10_data
} table[1 << V_LOG10_TABLE_BITS];
} __v_log10_data attribute_hidden;
-extern const struct erff_data
+extern const struct v_erff_data
{
struct
{
float erf, scale;
} tab[513];
-} __erff_data attribute_hidden;
+} __v_erff_data attribute_hidden;
-extern const struct sv_erff_data
-{
- float erf[513];
- float scale[513];
-} __sv_erff_data attribute_hidden;
-
-extern const struct erf_data
+extern const struct v_erf_data
{
struct
{
double erf, scale;
} tab[769];
-} __erf_data attribute_hidden;
-
-extern const struct sv_erf_data
-{
- double erf[769];
- double scale[769];
-} __sv_erf_data attribute_hidden;
+} __v_erf_data attribute_hidden;
-extern const struct erfc_data
+extern const struct v_erfc_data
{
struct
{
double erfc, scale;
} tab[3488];
-} __erfc_data attribute_hidden;
+} __v_erfc_data attribute_hidden;
-extern const struct erfcf_data
+extern const struct v_erfcf_data
{
struct
{
float erfc, scale;
} tab[645];
-} __erfcf_data attribute_hidden;
+} __v_erfcf_data attribute_hidden;
/* Some data for AdvSIMD and SVE pow's internal exp and log. */
#define V_POW_EXP_TABLE_BITS 8