github.com/aergoio/aergo@v1.3.1/libtool/src/gmp-6.1.2/mpn/x86_64/bobcat/gmp-mparam.h (about)

     1  /* AMD Bobcat gmp-mparam.h -- Compiler/machine parameter header file.
     2  
     3  Copyright 1991, 1993, 1994, 2000-2012, 2014, 2015 Free Software Foundation,
     4  Inc.
     5  
     6  This file is part of the GNU MP Library.
     7  
     8  The GNU MP Library is free software; you can redistribute it and/or modify
     9  it under the terms of either:
    10  
    11    * the GNU Lesser General Public License as published by the Free
    12      Software Foundation; either version 3 of the License, or (at your
    13      option) any later version.
    14  
    15  or
    16  
    17    * the GNU General Public License as published by the Free Software
    18      Foundation; either version 2 of the License, or (at your option) any
    19      later version.
    20  
    21  or both in parallel, as here.
    22  
    23  The GNU MP Library is distributed in the hope that it will be useful, but
    24  WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
    25  or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
    26  for more details.
    27  
    28  You should have received copies of the GNU General Public License and the
    29  GNU Lesser General Public License along with the GNU MP Library.  If not,
    30  see https://www.gnu.org/licenses/.  */
    31  
    32  #define GMP_LIMB_BITS 64
    33  #define GMP_LIMB_BYTES 8
    34  
    35  /* Disable use of slow functions.  FIXME: We should disable lib inclusion.  */
    36  #undef HAVE_NATIVE_mpn_mul_2
    37  #undef HAVE_NATIVE_mpn_addmul_2
    38  
    39  /* 1600 MHz AMD Bobcat Zacate E-350 */
    40  /* FFT tuning limit = 50 M */
    41  /* Generated by tuneup.c, 2015-10-06, gcc 4.5 */
    42  
    43  #define MOD_1_NORM_THRESHOLD                 0  /* always */
    44  #define MOD_1_UNNORM_THRESHOLD               0  /* always */
    45  #define MOD_1N_TO_MOD_1_1_THRESHOLD          4
    46  #define MOD_1U_TO_MOD_1_1_THRESHOLD          3
    47  #define MOD_1_1_TO_MOD_1_2_THRESHOLD        30
    48  #define MOD_1_2_TO_MOD_1_4_THRESHOLD        48
    49  #define PREINV_MOD_1_TO_MOD_1_THRESHOLD     10
    50  #define USE_PREINV_DIVREM_1                  1  /* native */
    51  #define DIV_QR_1_NORM_THRESHOLD              1
    52  #define DIV_QR_1_UNNORM_THRESHOLD        MP_SIZE_T_MAX  /* never */
    53  #define DIV_QR_2_PI2_THRESHOLD           MP_SIZE_T_MAX  /* never */
    54  #define DIVEXACT_1_THRESHOLD                 0  /* always (native) */
    55  #define BMOD_1_TO_MOD_1_THRESHOLD           17
    56  
    57  #define MUL_TOOM22_THRESHOLD                24
    58  #define MUL_TOOM33_THRESHOLD                35
    59  #define MUL_TOOM44_THRESHOLD               268
    60  #define MUL_TOOM6H_THRESHOLD               393
    61  #define MUL_TOOM8H_THRESHOLD               527
    62  
    63  #define MUL_TOOM32_TO_TOOM43_THRESHOLD      69
    64  #define MUL_TOOM32_TO_TOOM53_THRESHOLD     190
    65  #define MUL_TOOM42_TO_TOOM53_THRESHOLD     178
    66  #define MUL_TOOM42_TO_TOOM63_THRESHOLD     196
    67  #define MUL_TOOM43_TO_TOOM54_THRESHOLD     100
    68  
    69  #define SQR_BASECASE_THRESHOLD               0  /* always (native) */
    70  #define SQR_TOOM2_THRESHOLD                 26
    71  #define SQR_TOOM3_THRESHOLD                 93
    72  #define SQR_TOOM4_THRESHOLD                378
    73  #define SQR_TOOM6_THRESHOLD                  0  /* always */
    74  #define SQR_TOOM8_THRESHOLD                454
    75  
    76  #define MULMID_TOOM42_THRESHOLD             26
    77  
    78  #define MULMOD_BNM1_THRESHOLD               11
    79  #define SQRMOD_BNM1_THRESHOLD               13
    80  
    81  #define MUL_FFT_MODF_THRESHOLD             400  /* k = 5 */
    82  #define MUL_FFT_TABLE3                                      \
    83    { {    400, 5}, {     17, 6}, {      9, 5}, {     19, 6}, \
    84      {     10, 5}, {     21, 6}, {     11, 5}, {     23, 6}, \
    85      {     21, 7}, {     11, 6}, {     23, 7}, {     21, 8}, \
    86      {     11, 7}, {     24, 8}, {     13, 7}, {     27, 8}, \
    87      {     15, 7}, {     31, 8}, {     17, 7}, {     36, 8}, \
    88      {     19, 7}, {     39, 8}, {     21, 9}, {     11, 8}, \
    89      {     23, 7}, {     47, 8}, {     27, 9}, {     15, 8}, \
    90      {     35, 9}, {     19, 8}, {     41, 9}, {     23, 8}, \
    91      {     47, 9}, {     27,10}, {     15, 9}, {     39,10}, \
    92      {     23, 9}, {     51,11}, {     15,10}, {     31, 9}, \
    93      {     67,10}, {     39, 9}, {     83,10}, {     47, 9}, \
    94      {     99,10}, {     55,11}, {     31,10}, {     71, 9}, \
    95      {    143,10}, {     79,11}, {     47,10}, {    103,12}, \
    96      {     31,11}, {     63,10}, {    143,11}, {     79,10}, \
    97      {    167,11}, {     95,10}, {    191, 9}, {    383,11}, \
    98      {    111,12}, {     63,11}, {    127,10}, {    255, 9}, \
    99      {    511,11}, {    143,10}, {    287,11}, {    159,10}, \
   100      {    319,12}, {     95,11}, {    191,10}, {    383,11}, \
   101      {    207,10}, {    415,13}, {     63,12}, {    127,11}, \
   102      {    255,10}, {    511,11}, {    271,10}, {    543,11}, \
   103      {    287,12}, {    159,11}, {    319,10}, {    639,11}, \
   104      {    351,10}, {    703,11}, {    367,12}, {    191,11}, \
   105      {    415,12}, {    223,11}, {    447,13}, {    127,12}, \
   106      {    255,11}, {    543,12}, {    287,11}, {    607,12}, \
   107      {    319,11}, {    639,12}, {    351,11}, {    703,13}, \
   108      {    191,12}, {    383,11}, {    767,12}, {    415,11}, \
   109      {    831,12}, {    447,14}, {    127,13}, {    255,12}, \
   110      {    607,13}, {    319,12}, {    703,13}, {    383,12}, \
   111      {    831,13}, {    447,12}, {    895,14}, {    255,13}, \
   112      {    511,12}, {   1023,13}, {    575,12}, {   1151,13}, \
   113      {    703,14}, {    383,13}, {    831,12}, {   1663,13}, \
   114      {    895,15}, {    255,14}, {    511,13}, {   1087,12}, \
   115      {   2175,13}, {   1151,14}, {    639,13}, {   1343,12}, \
   116      {   2687,13}, {   1407,14}, {    767,13}, {   1535,12}, \
   117      {   3071,13}, {   1663,14}, {    895,15}, {    511,14}, \
   118      {   1023,13}, {   2175,14}, {   1151,13}, {   2431,12}, \
   119      {   4863,14}, {   1279,13}, {   2687,14}, {   1407,15}, \
   120      {    767,14}, {   1535,13}, {   3071,14}, {   1663,13}, \
   121      {   3327,16}, {    511,15}, {   1023,14}, {   2175,13}, \
   122      {   4479,14}, {   2431,13}, {   4863,15}, {   1279,14}, \
   123      {   2943,13}, {   5887,15}, {  32768,16}, {  65536,17}, \
   124      { 131072,18}, { 262144,19}, { 524288,20}, {1048576,21}, \
   125      {2097152,22}, {4194304,23}, {8388608,24} }
   126  #define MUL_FFT_TABLE3_SIZE 171
   127  #define MUL_FFT_THRESHOLD                 5504
   128  
   129  #define SQR_FFT_MODF_THRESHOLD             376  /* k = 5 */
   130  #define SQR_FFT_TABLE3                                      \
   131    { {    376, 5}, {     19, 6}, {     10, 5}, {     21, 6}, \
   132      {     11, 5}, {     23, 6}, {     12, 5}, {     25, 6}, \
   133      {     21, 7}, {     11, 6}, {     25, 7}, {     13, 6}, \
   134      {     27, 7}, {     25, 8}, {     13, 7}, {     27, 8}, \
   135      {     15, 7}, {     31, 8}, {     17, 7}, {     35, 8}, \
   136      {     19, 7}, {     39, 8}, {     27, 9}, {     15, 8}, \
   137      {     35, 9}, {     19, 8}, {     41, 9}, {     23, 8}, \
   138      {     47, 9}, {     27,10}, {     15, 9}, {     39,10}, \
   139      {     23, 9}, {     51,11}, {     15,10}, {     31, 9}, \
   140      {     67,10}, {     39, 9}, {     83,10}, {     47, 9}, \
   141      {     95,10}, {     55,11}, {     31,10}, {     79,11}, \
   142      {     47,10}, {    103,12}, {     31,11}, {     63,10}, \
   143      {    127, 9}, {    255,10}, {    135, 9}, {    271,11}, \
   144      {     79,10}, {    159, 9}, {    319,11}, {     95,10}, \
   145      {    191, 9}, {    383,11}, {    111,12}, {     63,11}, \
   146      {    127,10}, {    255, 9}, {    511,10}, {    271,11}, \
   147      {    143,10}, {    287, 9}, {    575,10}, {    303,11}, \
   148      {    159,10}, {    319,12}, {     95,11}, {    191,10}, \
   149      {    383,11}, {    207,13}, {     63,12}, {    127,11}, \
   150      {    255,10}, {    511,11}, {    271,10}, {    543,11}, \
   151      {    287,10}, {    575,11}, {    303,12}, {    159,11}, \
   152      {    319,10}, {    639,11}, {    335,10}, {    671,11}, \
   153      {    351,10}, {    703,12}, {    191,11}, {    415,12}, \
   154      {    223,11}, {    479,13}, {    127,12}, {    255,11}, \
   155      {    543,12}, {    287,11}, {    607,12}, {    319,11}, \
   156      {    671,12}, {    351,11}, {    703,13}, {    191,12}, \
   157      {    383,11}, {    767,12}, {    415,11}, {    831,12}, \
   158      {    479,14}, {    127,13}, {    255,12}, {    607,13}, \
   159      {    319,12}, {    703,13}, {    383,12}, {    831,13}, \
   160      {    447,12}, {    895,14}, {    255,13}, {    511,12}, \
   161      {   1023,13}, {    575,12}, {   1151,13}, {    703,14}, \
   162      {    383,13}, {    831,12}, {   1663,13}, {    895,15}, \
   163      {    255,14}, {    511,13}, {   1087,12}, {   2175,13}, \
   164      {   1151,14}, {    639,13}, {   1343,12}, {   2687,14}, \
   165      {    767,13}, {   1599,12}, {   3199,13}, {   1663,14}, \
   166      {    895,15}, {    511,14}, {   1023,13}, {   2175,14}, \
   167      {   1151,13}, {   2431,12}, {   4863,14}, {   1279,13}, \
   168      {   2687,14}, {   1407,15}, {    767,14}, {   1535,13}, \
   169      {   3199,14}, {   1663,16}, {    511,15}, {   1023,14}, \
   170      {   2175,13}, {   4351,14}, {   2431,13}, {   4863,15}, \
   171      {   1279,14}, {   2943,13}, {   5887,15}, {  32768,16}, \
   172      {  65536,17}, { 131072,18}, { 262144,19}, { 524288,20}, \
   173      {1048576,21}, {2097152,22}, {4194304,23}, {8388608,24} }
   174  #define SQR_FFT_TABLE3_SIZE 172
   175  #define SQR_FFT_THRESHOLD                 3712
   176  
   177  #define MULLO_BASECASE_THRESHOLD             0  /* always */
   178  #define MULLO_DC_THRESHOLD                  43
   179  #define MULLO_MUL_N_THRESHOLD            10950
   180  #define SQRLO_BASECASE_THRESHOLD             9
   181  #define SQRLO_DC_THRESHOLD                  65
   182  #define SQRLO_SQR_THRESHOLD               7246
   183  
   184  #define DC_DIV_QR_THRESHOLD                 59
   185  #define DC_DIVAPPR_Q_THRESHOLD             202
   186  #define DC_BDIV_QR_THRESHOLD                59
   187  #define DC_BDIV_Q_THRESHOLD                141
   188  
   189  #define INV_MULMOD_BNM1_THRESHOLD           46
   190  #define INV_NEWTON_THRESHOLD               242
   191  #define INV_APPR_THRESHOLD                 236
   192  
   193  #define BINV_NEWTON_THRESHOLD              242
   194  #define REDC_1_TO_REDC_2_THRESHOLD          68
   195  #define REDC_2_TO_REDC_N_THRESHOLD           0  /* always */
   196  
   197  #define MU_DIV_QR_THRESHOLD               1499
   198  #define MU_DIVAPPR_Q_THRESHOLD            1499
   199  #define MUPI_DIV_QR_THRESHOLD              116
   200  #define MU_BDIV_QR_THRESHOLD              1334
   201  #define MU_BDIV_Q_THRESHOLD               1470
   202  
   203  #define POWM_SEC_TABLE  1,22,194,386,452,1259
   204  
   205  #define GET_STR_DC_THRESHOLD                16
   206  #define GET_STR_PRECOMPUTE_THRESHOLD        26
   207  #define SET_STR_DC_THRESHOLD               306
   208  #define SET_STR_PRECOMPUTE_THRESHOLD      1105
   209  
   210  #define FAC_DSC_THRESHOLD                  802
   211  #define FAC_ODD_THRESHOLD                   44
   212  
   213  #define MATRIX22_STRASSEN_THRESHOLD         17
   214  #define HGCD_THRESHOLD                      90
   215  #define HGCD_APPR_THRESHOLD                 51
   216  #define HGCD_REDUCE_THRESHOLD             3014
   217  #define GCD_DC_THRESHOLD                   492
   218  #define GCDEXT_DC_THRESHOLD                303
   219  #define JACOBI_BASE_METHOD                   2