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      1 /*
      2 Copyright (c) 2014, Intel Corporation
      3 All rights reserved.
      4 
      5 Redistribution and use in source and binary forms, with or without
      6 modification, are permitted provided that the following conditions are met:
      7 
      8     * Redistributions of source code must retain the above copyright notice,
      9     * this list of conditions and the following disclaimer.
     10 
     11     * Redistributions in binary form must reproduce the above copyright notice,
     12     * this list of conditions and the following disclaimer in the documentation
     13     * and/or other materials provided with the distribution.
     14 
     15     * Neither the name of Intel Corporation nor the names of its contributors
     16     * may be used to endorse or promote products derived from this software
     17     * without specific prior written permission.
     18 
     19 THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND
     20 ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED
     21 WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
     22 DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR
     23 ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES
     24 (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES;
     25 LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON
     26 ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
     27 (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
     28 SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
     29 */
     30 
     31 /******************************************************************************/
     32 //                     ALGORITHM DESCRIPTION
     33 //                     ---------------------
     34 //
     35 // Polynomials coefficients and other constants.
     36 //
     37 // Note that in this algorithm, there is a different polynomial for
     38 // each breakpoint, so there are 32 sets of polynomial coefficients
     39 // as well as 32 instances of the other constants.
     40 //
     41 // The polynomial coefficients and constants are offset from the start
     42 // of the main block as follows:
     43 //
     44 //   0:  c8 | c0
     45 //  16:  c9 | c1
     46 //  32: c10 | c2
     47 //  48: c11 | c3
     48 //  64: c12 | c4
     49 //  80: c13 | c5
     50 //  96: c14 | c6
     51 // 112: c15 | c7
     52 // 128: T_hi
     53 // 136: T_lo
     54 // 144: Sigma
     55 // 152: T_hl
     56 // 160: Tau
     57 // 168: Mask
     58 // 176: (end of block)
     59 //
     60 // The total table size is therefore 5632 bytes.
     61 //
     62 // Note that c0 and c1 are always zero. We could try storing
     63 // other constants here, and just loading the low part of the
     64 // SIMD register in these cases, after ensuring the high part
     65 // is zero.
     66 //
     67 // The higher terms of the polynomial are computed in the *low*
     68 // part of the SIMD register. This is so we can overlap the
     69 // multiplication by r^8 and the unpacking of the other part.
     70 //
     71 // The constants are:
     72 // T_hi + T_lo = accurate constant term in power series
     73 // Sigma + T_hl = accurate coefficient of r in power series (Sigma=1 bit)
     74 // Tau = multiplier for the reciprocal, always -1 or 0
     75 //
     76 // The basic reconstruction formula using these constants is:
     77 //
     78 // High = tau * recip_hi + t_hi
     79 // Med = (sgn * r + t_hl * r)_hi
     80 // Low = (sgn * r + t_hl * r)_lo +
     81 //       tau * recip_lo + T_lo + (T_hl + sigma) * c + pol
     82 //
     83 // where pol = c0 + c1 * r + c2 * r^2 + ... + c15 * r^15
     84 //
     85 // (c0 = c1 = 0, but using them keeps SIMD regularity)
     86 //
     87 // We then do a compensated sum High + Med, add the low parts together
     88 // and then do the final sum.
     89 //
     90 // Here recip_hi + recip_lo is an accurate reciprocal of the remainder
     91 // modulo pi/2
     92 //
     93 // Special cases:
     94 //  tan(NaN) = quiet NaN, and raise invalid exception
     95 //  tan(INF) = NaN and raise invalid exception
     96 //  tan(+/-0) = +/-0
     97 //
     98 /******************************************************************************/
     99 
    100 #include <private/bionic_asm.h>
    101 # -- Begin  static_func
    102         .text
    103         .align __bionic_asm_align
    104         .type static_func, @function
    105 static_func:
    106 ..B1.1:
    107         call      ..L2
    108 ..L2:
    109         popl      %eax
    110         lea       _GLOBAL_OFFSET_TABLE_+[. - ..L2](%eax), %eax
    111         lea       static_const_table@GOTOFF(%eax), %eax
    112         ret
    113         .size   static_func,.-static_func
    114 # -- End  static_func
    115 
    116 # -- Begin  tan
    117 ENTRY(tan)
    118 # parameter 1: 8 + %ebp
    119 ..B2.1:
    120 ..B2.2:
    121         pushl     %ebp
    122         movl      %esp, %ebp
    123         subl      $120, %esp
    124         movl      %ebx, 56(%esp)
    125         call      static_func
    126         movl      %eax, %ebx
    127         movsd     128(%esp), %xmm0
    128         pextrw    $3, %xmm0, %eax
    129         andl      $32767, %eax
    130         subl      $14368, %eax
    131         cmpl      $2216, %eax
    132         ja        .L_2TAG_PACKET_0.0.2
    133         movapd    5840(%ebx), %xmm5
    134         movapd    5856(%ebx), %xmm6
    135         unpcklpd  %xmm0, %xmm0
    136         movapd    5712(%ebx), %xmm4
    137         andpd     %xmm0, %xmm4
    138         movapd    5632(%ebx), %xmm1
    139         mulpd     %xmm0, %xmm1
    140         orpd      %xmm4, %xmm5
    141         addpd     %xmm5, %xmm1
    142         movapd    %xmm1, %xmm7
    143         unpckhpd  %xmm7, %xmm7
    144         cvttsd2si %xmm7, %edx
    145         cvttpd2dq %xmm1, %xmm1
    146         cvtdq2pd  %xmm1, %xmm1
    147         mulpd     %xmm6, %xmm1
    148         movapd    5664(%ebx), %xmm3
    149         movsd     5728(%ebx), %xmm5
    150         addl      $469248, %edx
    151         movapd    5680(%ebx), %xmm4
    152         mulpd     %xmm1, %xmm3
    153         andl      $31, %edx
    154         mulsd     %xmm1, %xmm5
    155         movl      %edx, %ecx
    156         mulpd     %xmm1, %xmm4
    157         shll      $1, %ecx
    158         subpd     %xmm3, %xmm0
    159         mulpd     5696(%ebx), %xmm1
    160         addl      %ecx, %edx
    161         shll      $2, %ecx
    162         addl      %ecx, %edx
    163         addsd     %xmm0, %xmm5
    164         movapd    %xmm0, %xmm2
    165         subpd     %xmm4, %xmm0
    166         movsd     5744(%ebx), %xmm6
    167         shll      $4, %edx
    168         lea       (%ebx), %eax
    169         andpd     5776(%ebx), %xmm5
    170         movapd    %xmm0, %xmm3
    171         addl      %edx, %eax
    172         subpd     %xmm0, %xmm2
    173         unpckhpd  %xmm0, %xmm0
    174         divsd     %xmm5, %xmm6
    175         subpd     %xmm4, %xmm2
    176         movapd    16(%eax), %xmm7
    177         subsd     %xmm5, %xmm3
    178         mulpd     %xmm0, %xmm7
    179         subpd     %xmm1, %xmm2
    180         movapd    48(%eax), %xmm1
    181         mulpd     %xmm0, %xmm1
    182         movapd    96(%eax), %xmm4
    183         mulpd     %xmm0, %xmm4
    184         addsd     %xmm3, %xmm2
    185         movapd    %xmm0, %xmm3
    186         mulpd     %xmm0, %xmm0
    187         addpd     (%eax), %xmm7
    188         addpd     32(%eax), %xmm1
    189         mulpd     %xmm0, %xmm1
    190         addpd     80(%eax), %xmm4
    191         addpd     %xmm1, %xmm7
    192         movapd    112(%eax), %xmm1
    193         mulpd     %xmm0, %xmm1
    194         mulpd     %xmm0, %xmm0
    195         addpd     %xmm1, %xmm4
    196         movapd    64(%eax), %xmm1
    197         mulpd     %xmm0, %xmm1
    198         addpd     %xmm1, %xmm7
    199         movapd    %xmm3, %xmm1
    200         mulpd     %xmm0, %xmm3
    201         mulsd     %xmm0, %xmm0
    202         mulpd     144(%eax), %xmm1
    203         mulpd     %xmm3, %xmm4
    204         movapd    %xmm1, %xmm3
    205         addpd     %xmm4, %xmm7
    206         movapd    %xmm1, %xmm4
    207         mulsd     %xmm7, %xmm0
    208         unpckhpd  %xmm7, %xmm7
    209         addsd     %xmm7, %xmm0
    210         unpckhpd  %xmm1, %xmm1
    211         addsd     %xmm1, %xmm3
    212         subsd     %xmm3, %xmm4
    213         addsd     %xmm4, %xmm1
    214         movapd    %xmm2, %xmm4
    215         movsd     144(%eax), %xmm7
    216         unpckhpd  %xmm2, %xmm2
    217         addsd     152(%eax), %xmm7
    218         mulsd     %xmm2, %xmm7
    219         addsd     136(%eax), %xmm7
    220         addsd     %xmm1, %xmm7
    221         addsd     %xmm7, %xmm0
    222         movsd     5744(%ebx), %xmm7
    223         mulsd     %xmm6, %xmm4
    224         movsd     168(%eax), %xmm2
    225         andpd     %xmm6, %xmm2
    226         mulsd     %xmm2, %xmm5
    227         mulsd     160(%eax), %xmm6
    228         subsd     %xmm5, %xmm7
    229         subsd     128(%eax), %xmm2
    230         subsd     %xmm4, %xmm7
    231         mulsd     %xmm6, %xmm7
    232         movapd    %xmm3, %xmm4
    233         subsd     %xmm2, %xmm3
    234         addsd     %xmm3, %xmm2
    235         subsd     %xmm2, %xmm4
    236         addsd     %xmm4, %xmm0
    237         subsd     %xmm7, %xmm0
    238         addsd     %xmm3, %xmm0
    239         movsd     %xmm0, (%esp)
    240         fldl      (%esp)
    241         jmp       .L_2TAG_PACKET_1.0.2
    242 .L_2TAG_PACKET_0.0.2:
    243         jg        .L_2TAG_PACKET_2.0.2
    244         shrl      $4, %eax
    245         cmpl      $268434558, %eax
    246         jne       .L_2TAG_PACKET_3.0.2
    247         movapd    %xmm0, %xmm3
    248         mulsd     5808(%ebx), %xmm3
    249 .L_2TAG_PACKET_3.0.2:
    250         movsd     5792(%ebx), %xmm3
    251         mulsd     %xmm0, %xmm3
    252         addsd     %xmm0, %xmm3
    253         mulsd     5808(%ebx), %xmm3
    254         movsd     %xmm3, (%esp)
    255         fldl      (%esp)
    256         jmp       .L_2TAG_PACKET_1.0.2
    257 .L_2TAG_PACKET_2.0.2:
    258         movq      5712(%ebx), %xmm7
    259         andpd     %xmm0, %xmm7
    260         xorpd     %xmm0, %xmm7
    261         ucomisd   5760(%ebx), %xmm7
    262         je        .L_2TAG_PACKET_4.0.2
    263         subl      $32, %esp
    264         movsd     %xmm0, (%esp)
    265         lea       40(%esp), %eax
    266         movl      %eax, 8(%esp)
    267         movl      $2, %eax
    268         movl      %eax, 12(%esp)
    269         call      __libm_tancot_huge
    270         addl      $32, %esp
    271         fldl      8(%esp)
    272         jmp       .L_2TAG_PACKET_1.0.2
    273 .L_2TAG_PACKET_4.0.2:
    274         movq      %xmm0, (%esp)
    275         fldl      (%esp)
    276         fsubl     (%esp)
    277 .L_2TAG_PACKET_1.0.2:
    278         movl      56(%esp), %ebx
    279         movl      %ebp, %esp
    280         popl      %ebp
    281         ret
    282 ..B2.3:
    283 END(tan)
    284 # -- End  tan
    285 
    286 # Start file scope ASM
    287 ALIAS_SYMBOL(tanl, tan);
    288 # End file scope ASM
    289 	.section .rodata, "a"
    290 	.align 16
    291 	.align 16
    292 static_const_table:
    293 	.long	0
    294 	.long	0
    295 	.long	0
    296 	.long	0
    297 	.long	2284589306
    298 	.long	1066820852
    299 	.long	0
    300 	.long	0
    301 	.long	0
    302 	.long	0
    303 	.long	0
    304 	.long	0
    305 	.long	1441186365
    306 	.long	1065494243
    307 	.long	1431655765
    308 	.long	1070945621
    309 	.long	0
    310 	.long	0
    311 	.long	0
    312 	.long	0
    313 	.long	236289504
    314 	.long	1064135997
    315 	.long	286331153
    316 	.long	1069617425
    317 	.long	0
    318 	.long	0
    319 	.long	0
    320 	.long	0
    321 	.long	1160476131
    322 	.long	1062722102
    323 	.long	463583772
    324 	.long	1068212666
    325 	.long	0
    326 	.long	0
    327 	.long	0
    328 	.long	0
    329 	.long	0
    330 	.long	1072693248
    331 	.long	0
    332 	.long	0
    333 	.long	0
    334 	.long	0
    335 	.long	0
    336 	.long	0
    337 	.long	1313038235
    338 	.long	1066745731
    339 	.long	0
    340 	.long	0
    341 	.long	1013878342
    342 	.long	1067152618
    343 	.long	0
    344 	.long	0
    345 	.long	3663426833
    346 	.long	1065725283
    347 	.long	3693284251
    348 	.long	1069118808
    349 	.long	650852232
    350 	.long	1065882376
    351 	.long	1996245381
    352 	.long	1071000265
    353 	.long	2008746170
    354 	.long	1064664197
    355 	.long	3055842593
    356 	.long	1068578846
    357 	.long	1495406348
    358 	.long	1064652437
    359 	.long	2269530157
    360 	.long	1069711235
    361 	.long	285563696
    362 	.long	1063576465
    363 	.long	1046897440
    364 	.long	1067705865
    365 	.long	233429731
    366 	.long	1063453151
    367 	.long	522045958
    368 	.long	1068476590
    369 	.long	2354785698
    370 	.long	1069102779
    371 	.long	1317599141
    372 	.long	1012432133
    373 	.long	0
    374 	.long	1072693248
    375 	.long	2828230105
    376 	.long	1065606626
    377 	.long	0
    378 	.long	0
    379 	.long	0
    380 	.long	0
    381 	.long	1512545955
    382 	.long	1068119047
    383 	.long	0
    384 	.long	0
    385 	.long	1127048698
    386 	.long	1067909459
    387 	.long	0
    388 	.long	0
    389 	.long	2300200450
    390 	.long	1067254767
    391 	.long	3593250296
    392 	.long	1070233561
    393 	.long	3009365544
    394 	.long	1066902117
    395 	.long	1127373050
    396 	.long	1071173457
    397 	.long	3046103305
    398 	.long	1066371299
    399 	.long	24583402
    400 	.long	1069723988
    401 	.long	4082511758
    402 	.long	1065914199
    403 	.long	3223889699
    404 	.long	1070020367
    405 	.long	548927984
    406 	.long	1065415756
    407 	.long	558065897
    408 	.long	1068949418
    409 	.long	680073315
    410 	.long	1064940726
    411 	.long	388873200
    412 	.long	1068944270
    413 	.long	3763679576
    414 	.long	1070167541
    415 	.long	1497360404
    416 	.long	1009710547
    417 	.long	0
    418 	.long	1072693248
    419 	.long	64931152
    420 	.long	1067729411
    421 	.long	0
    422 	.long	0
    423 	.long	0
    424 	.long	0
    425 	.long	2467582782
    426 	.long	1069256389
    427 	.long	0
    428 	.long	0
    429 	.long	162150096
    430 	.long	1068946420
    431 	.long	0
    432 	.long	0
    433 	.long	3702794237
    434 	.long	1068579152
    435 	.long	3631919291
    436 	.long	1070936926
    437 	.long	3456821413
    438 	.long	1068217218
    439 	.long	2031366438
    440 	.long	1071495745
    441 	.long	1596664020
    442 	.long	1067799281
    443 	.long	1509038701
    444 	.long	1070601643
    445 	.long	583171477
    446 	.long	1067510148
    447 	.long	3785344682
    448 	.long	1070618476
    449 	.long	2402036048
    450 	.long	1067075736
    451 	.long	3233018412
    452 	.long	1069913186
    453 	.long	411280568
    454 	.long	1066710556
    455 	.long	1065584192
    456 	.long	1069747896
    457 	.long	895247324
    458 	.long	1070819848
    459 	.long	500078909
    460 	.long	3161288781
    461 	.long	0
    462 	.long	1072693248
    463 	.long	729983843
    464 	.long	1068994194
    465 	.long	0
    466 	.long	0
    467 	.long	0
    468 	.long	0
    469 	.long	1458794562
    470 	.long	1070398550
    471 	.long	0
    472 	.long	0
    473 	.long	2857777489
    474 	.long	1070137637
    475 	.long	0
    476 	.long	0
    477 	.long	1024359517
    478 	.long	1069876531
    479 	.long	2616040238
    480 	.long	1071582937
    481 	.long	1609024636
    482 	.long	1069675088
    483 	.long	2529240549
    484 	.long	1071836633
    485 	.long	1510128600
    486 	.long	1069440113
    487 	.long	2251697184
    488 	.long	1071253687
    489 	.long	1262761453
    490 	.long	1069142850
    491 	.long	1263091857
    492 	.long	1071190461
    493 	.long	3043383486
    494 	.long	1068885191
    495 	.long	2476932470
    496 	.long	1070842002
    497 	.long	3659995028
    498 	.long	1068669200
    499 	.long	855891755
    500 	.long	1070696894
    501 	.long	2583490354
    502 	.long	1071284857
    503 	.long	3062633575
    504 	.long	1014008623
    505 	.long	0
    506 	.long	1072693248
    507 	.long	2550940471
    508 	.long	1069938201
    509 	.long	0
    510 	.long	0
    511 	.long	0
    512 	.long	0
    513 	.long	3422807297
    514 	.long	1071640847
    515 	.long	0
    516 	.long	0
    517 	.long	1151658053
    518 	.long	1071494715
    519 	.long	0
    520 	.long	0
    521 	.long	929607071
    522 	.long	1071346340
    523 	.long	1037049034
    524 	.long	1072037305
    525 	.long	2786928657
    526 	.long	1071215282
    527 	.long	1447406859
    528 	.long	1072265209
    529 	.long	3490952107
    530 	.long	1071090851
    531 	.long	3205232916
    532 	.long	1071968658
    533 	.long	1297344304
    534 	.long	1070977120
    535 	.long	1066110976
    536 	.long	1071946035
    537 	.long	3803721480
    538 	.long	1070871082
    539 	.long	1496754229
    540 	.long	1071807201
    541 	.long	2982550683
    542 	.long	1070773243
    543 	.long	4014441989
    544 	.long	1071736222
    545 	.long	419968236
    546 	.long	1071717047
    547 	.long	3451266538
    548 	.long	3163444811
    549 	.long	0
    550 	.long	1072693248
    551 	.long	2960267235
    552 	.long	1070745841
    553 	.long	0
    554 	.long	0
    555 	.long	0
    556 	.long	0
    557 	.long	724322768
    558 	.long	1072881308
    559 	.long	0
    560 	.long	0
    561 	.long	643153048
    562 	.long	1072905816
    563 	.long	0
    564 	.long	0
    565 	.long	4285079458
    566 	.long	1072928558
    567 	.long	3912524733
    568 	.long	1072622983
    569 	.long	118362272
    570 	.long	1072952754
    571 	.long	4107767972
    572 	.long	1072827408
    573 	.long	2689502883
    574 	.long	1072976922
    575 	.long	946523347
    576 	.long	1072772766
    577 	.long	573204189
    578 	.long	1073001761
    579 	.long	581531518
    580 	.long	1072826391
    581 	.long	1386236526
    582 	.long	1073026959
    583 	.long	3718905905
    584 	.long	1072832823
    585 	.long	1145558140
    586 	.long	1073052673
    587 	.long	513572637
    588 	.long	1072861969
    589 	.long	716700048
    590 	.long	1071997368
    591 	.long	547126769
    592 	.long	1015523525
    593 	.long	0
    594 	.long	1072693248
    595 	.long	1097907398
    596 	.long	1071420120
    597 	.long	0
    598 	.long	0
    599 	.long	0
    600 	.long	0
    601 	.long	3349892442
    602 	.long	1074290212
    603 	.long	0
    604 	.long	0
    605 	.long	3913197405
    606 	.long	1074501181
    607 	.long	0
    608 	.long	0
    609 	.long	2494034522
    610 	.long	1074739170
    611 	.long	1264738763
    612 	.long	1073084804
    613 	.long	1520293906
    614 	.long	1074899632
    615 	.long	1958936600
    616 	.long	1073411493
    617 	.long	2133649635
    618 	.long	1075052171
    619 	.long	4270740730
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   1761 	.type	static_const_table,@object
   1762 	.size	static_const_table,5872
   1763 	.data
   1764 	.hidden __libm_tancot_huge
   1765 	.section .note.GNU-stack, ""
   1766 # End
   1767