1<html> 2<head> 3<meta http-equiv="Content-Type" content="text/html; charset=UTF-8"> 4<title>Comparing Different Compilers</title> 5<link rel="stylesheet" href="../math.css" type="text/css"> 6<meta name="generator" content="DocBook XSL Stylesheets V1.79.1"> 7<link rel="home" href="../index.html" title="Math Toolkit 2.12.0"> 8<link rel="up" href="../perf.html" title="Chapter 22. Performance"> 9<link rel="prev" href="tuning.html" title="Performance Tuning Macros"> 10<link rel="next" href="comparisons.html" title="Comparisons to Other Open Source Libraries"> 11</head> 12<body bgcolor="white" text="black" link="#0000FF" vlink="#840084" alink="#0000FF"> 13<table cellpadding="2" width="100%"><tr> 14<td valign="top"><img alt="Boost C++ Libraries" width="277" height="86" src="../../../../../boost.png"></td> 15<td align="center"><a href="../../../../../index.html">Home</a></td> 16<td align="center"><a href="../../../../../libs/libraries.htm">Libraries</a></td> 17<td align="center"><a href="http://www.boost.org/users/people.html">People</a></td> 18<td align="center"><a href="http://www.boost.org/users/faq.html">FAQ</a></td> 19<td align="center"><a href="../../../../../more/index.htm">More</a></td> 20</tr></table> 21<hr> 22<div class="spirit-nav"> 23<a accesskey="p" href="tuning.html"><img src="../../../../../doc/src/images/prev.png" alt="Prev"></a><a accesskey="u" href="../perf.html"><img src="../../../../../doc/src/images/up.png" alt="Up"></a><a accesskey="h" href="../index.html"><img src="../../../../../doc/src/images/home.png" alt="Home"></a><a accesskey="n" href="comparisons.html"><img src="../../../../../doc/src/images/next.png" alt="Next"></a> 24</div> 25<div class="section"> 26<div class="titlepage"><div><div><h2 class="title" style="clear: both"> 27<a name="math_toolkit.comp_compilers"></a><a class="link" href="comp_compilers.html" title="Comparing Different Compilers">Comparing Different Compilers</a> 28</h2></div></div></div> 29<p> 30 By running our performance test suite multiple times, we can compare the effect 31 of different compilers: as might be expected, the differences are generally 32 small compared to say disabling internal use of <code class="computeroutput"><span class="keyword">long</span> 33 <span class="keyword">double</span></code>. However, there are still gains 34 to be main, particularly from some of the commercial offerings: 35 </p> 36<div class="table"> 37<a name="math_toolkit.comp_compilers.table_Compiler_Comparison_on_Windows_x64"></a><p class="title"><b>Table 22.12. Compiler Comparison on Windows x64</b></p> 38<div class="table-contents"><table class="table" summary="Compiler Comparison on Windows x64"> 39<colgroup> 40<col> 41<col> 42<col> 43<col> 44</colgroup> 45<thead><tr> 46<th> 47 <p> 48 Function 49 </p> 50 </th> 51<th> 52 <p> 53 Microsoft Visual C++ version 14.2<br> boost 1.73 54 </p> 55 </th> 56<th> 57 <p> 58 GNU C++ version 9.2.0<br> boost 1.73 59 </p> 60 </th> 61<th> 62 <p> 63 GNU C++ version 9.2.0<br> boost 1.73<br> promote_double<false> 64 </p> 65 </th> 66</tr></thead> 67<tbody> 68<tr> 69<td> 70 <p> 71 assoc_laguerre 72 </p> 73 </td> 74<td> 75 <p> 76 <span class="blue">1.41<br> (179ns)</span> 77 </p> 78 </td> 79<td> 80 <p> 81 <span class="green">1.08<br> (137ns)</span> 82 </p> 83 </td> 84<td> 85 <p> 86 <span class="green">1.00<br> (127ns)</span> 87 </p> 88 </td> 89</tr> 90<tr> 91<td> 92 <p> 93 assoc_legendre 94 </p> 95 </td> 96<td> 97 <p> 98 <span class="blue">1.76<br> (248ns)</span> 99 </p> 100 </td> 101<td> 102 <p> 103 <span class="blue">1.36<br> (192ns)</span> 104 </p> 105 </td> 106<td> 107 <p> 108 <span class="green">1.00<br> (141ns)</span> 109 </p> 110 </td> 111</tr> 112<tr> 113<td> 114 <p> 115 beta 116 </p> 117 </td> 118<td> 119 <p> 120 <span class="green">1.00<br> (123ns)</span> 121 </p> 122 </td> 123<td> 124 <p> 125 <span class="red">2.62<br> (322ns)</span> 126 </p> 127 </td> 128<td> 129 <p> 130 <span class="blue">1.93<br> (237ns)</span> 131 </p> 132 </td> 133</tr> 134<tr> 135<td> 136 <p> 137 beta (incomplete) 138 </p> 139 </td> 140<td> 141 <p> 142 <span class="green">1.00<br> (470ns)</span> 143 </p> 144 </td> 145<td> 146 <p> 147 <span class="red">2.95<br> (1385ns)</span> 148 </p> 149 </td> 150<td> 151 <p> 152 <span class="blue">1.58<br> (741ns)</span> 153 </p> 154 </td> 155</tr> 156<tr> 157<td> 158 <p> 159 cbrt 160 </p> 161 </td> 162<td> 163 <p> 164 <span class="red">3.40<br> (51ns)</span> 165 </p> 166 </td> 167<td> 168 <p> 169 <span class="red">4.67<br> (70ns)</span> 170 </p> 171 </td> 172<td> 173 <p> 174 <span class="green">1.00<br> (15ns)</span> 175 </p> 176 </td> 177</tr> 178<tr> 179<td> 180 <p> 181 cyl_bessel_i 182 </p> 183 </td> 184<td> 185 <p> 186 <span class="green">1.00<br> (281ns)</span> 187 </p> 188 </td> 189<td> 190 <p> 191 <span class="red">3.38<br> (949ns)</span> 192 </p> 193 </td> 194<td> 195 <p> 196 <span class="blue">1.38<br> (387ns)</span> 197 </p> 198 </td> 199</tr> 200<tr> 201<td> 202 <p> 203 cyl_bessel_i (integer order) 204 </p> 205 </td> 206<td> 207 <p> 208 <span class="green">1.00<br> (195ns)</span> 209 </p> 210 </td> 211<td> 212 <p> 213 <span class="red">3.06<br> (597ns)</span> 214 </p> 215 </td> 216<td> 217 <p> 218 <span class="green">1.00<br> (195ns)</span> 219 </p> 220 </td> 221</tr> 222<tr> 223<td> 224 <p> 225 cyl_bessel_j 226 </p> 227 </td> 228<td> 229 <p> 230 <span class="green">1.00<br> (371ns)</span> 231 </p> 232 </td> 233<td> 234 <p> 235 <span class="red">2.39<br> (886ns)</span> 236 </p> 237 </td> 238<td> 239 <p> 240 <span class="blue">1.35<br> (499ns)</span> 241 </p> 242 </td> 243</tr> 244<tr> 245<td> 246 <p> 247 cyl_bessel_j (integer order) 248 </p> 249 </td> 250<td> 251 <p> 252 <span class="blue">1.28<br> (123ns)</span> 253 </p> 254 </td> 255<td> 256 <p> 257 <span class="blue">1.92<br> (184ns)</span> 258 </p> 259 </td> 260<td> 261 <p> 262 <span class="green">1.00<br> (96ns)</span> 263 </p> 264 </td> 265</tr> 266<tr> 267<td> 268 <p> 269 cyl_bessel_k 270 </p> 271 </td> 272<td> 273 <p> 274 <span class="green">1.11<br> (385ns)</span> 275 </p> 276 </td> 277<td> 278 <p> 279 <span class="red">19.68<br> (6847ns)</span> 280 </p> 281 </td> 282<td> 283 <p> 284 <span class="green">1.00<br> (348ns)</span> 285 </p> 286 </td> 287</tr> 288<tr> 289<td> 290 <p> 291 cyl_bessel_k (integer order) 292 </p> 293 </td> 294<td> 295 <p> 296 <span class="green">1.06<br> (217ns)</span> 297 </p> 298 </td> 299<td> 300 <p> 301 <span class="red">18.17<br> (3724ns)</span> 302 </p> 303 </td> 304<td> 305 <p> 306 <span class="green">1.00<br> (205ns)</span> 307 </p> 308 </td> 309</tr> 310<tr> 311<td> 312 <p> 313 cyl_neumann 314 </p> 315 </td> 316<td> 317 <p> 318 <span class="green">1.17<br> (6696ns)</span> 319 </p> 320 </td> 321<td> 322 <p> 323 <span class="blue">1.76<br> (10032ns)</span> 324 </p> 325 </td> 326<td> 327 <p> 328 <span class="green">1.00<br> (5715ns)</span> 329 </p> 330 </td> 331</tr> 332<tr> 333<td> 334 <p> 335 cyl_neumann (integer order) 336 </p> 337 </td> 338<td> 339 <p> 340 <span class="green">1.00<br> (158ns)</span> 341 </p> 342 </td> 343<td> 344 <p> 345 <span class="red">2.20<br> (348ns)</span> 346 </p> 347 </td> 348<td> 349 <p> 350 <span class="blue">1.59<br> (252ns)</span> 351 </p> 352 </td> 353</tr> 354<tr> 355<td> 356 <p> 357 digamma 358 </p> 359 </td> 360<td> 361 <p> 362 <span class="green">1.00<br> (20ns)</span> 363 </p> 364 </td> 365<td> 366 <p> 367 <span class="red">3.45<br> (69ns)</span> 368 </p> 369 </td> 370<td> 371 <p> 372 <span class="red">2.30<br> (46ns)</span> 373 </p> 374 </td> 375</tr> 376<tr> 377<td> 378 <p> 379 ellint_1 380 </p> 381 </td> 382<td> 383 <p> 384 <span class="blue">1.57<br> (390ns)</span> 385 </p> 386 </td> 387<td> 388 <p> 389 <span class="blue">1.41<br> (349ns)</span> 390 </p> 391 </td> 392<td> 393 <p> 394 <span class="green">1.00<br> (248ns)</span> 395 </p> 396 </td> 397</tr> 398<tr> 399<td> 400 <p> 401 ellint_1 (complete) 402 </p> 403 </td> 404<td> 405 <p> 406 <span class="blue">1.64<br> (77ns)</span> 407 </p> 408 </td> 409<td> 410 <p> 411 <span class="blue">1.64<br> (77ns)</span> 412 </p> 413 </td> 414<td> 415 <p> 416 <span class="green">1.00<br> (47ns)</span> 417 </p> 418 </td> 419</tr> 420<tr> 421<td> 422 <p> 423 ellint_2 424 </p> 425 </td> 426<td> 427 <p> 428 <span class="blue">1.81<br> (702ns)</span> 429 </p> 430 </td> 431<td> 432 <p> 433 <span class="blue">1.50<br> (583ns)</span> 434 </p> 435 </td> 436<td> 437 <p> 438 <span class="green">1.00<br> (388ns)</span> 439 </p> 440 </td> 441</tr> 442<tr> 443<td> 444 <p> 445 ellint_2 (complete) 446 </p> 447 </td> 448<td> 449 <p> 450 <span class="red">3.11<br> (84ns)</span> 451 </p> 452 </td> 453<td> 454 <p> 455 <span class="red">2.11<br> (57ns)</span> 456 </p> 457 </td> 458<td> 459 <p> 460 <span class="green">1.00<br> (27ns)</span> 461 </p> 462 </td> 463</tr> 464<tr> 465<td> 466 <p> 467 ellint_3 468 </p> 469 </td> 470<td> 471 <p> 472 <span class="red">3.47<br> (1381ns)</span> 473 </p> 474 </td> 475<td> 476 <p> 477 <span class="blue">1.68<br> (670ns)</span> 478 </p> 479 </td> 480<td> 481 <p> 482 <span class="green">1.00<br> (398ns)</span> 483 </p> 484 </td> 485</tr> 486<tr> 487<td> 488 <p> 489 ellint_3 (complete) 490 </p> 491 </td> 492<td> 493 <p> 494 <span class="red">inf<br> (802ns)</span> 495 </p> 496 </td> 497<td> 498 <p> 499 <span class="green">-nan(ind)<br> (0ns)</span> 500 </p> 501 </td> 502<td> 503 <p> 504 <span class="green">-nan(ind)<br> (0ns)</span> 505 </p> 506 </td> 507</tr> 508<tr> 509<td> 510 <p> 511 ellint_rc 512 </p> 513 </td> 514<td> 515 <p> 516 <span class="blue">1.55<br> (59ns)</span> 517 </p> 518 </td> 519<td> 520 <p> 521 <span class="red">2.21<br> (84ns)</span> 522 </p> 523 </td> 524<td> 525 <p> 526 <span class="green">1.00<br> (38ns)</span> 527 </p> 528 </td> 529</tr> 530<tr> 531<td> 532 <p> 533 ellint_rd 534 </p> 535 </td> 536<td> 537 <p> 538 <span class="blue">1.32<br> (271ns)</span> 539 </p> 540 </td> 541<td> 542 <p> 543 <span class="blue">1.26<br> (260ns)</span> 544 </p> 545 </td> 546<td> 547 <p> 548 <span class="green">1.00<br> (206ns)</span> 549 </p> 550 </td> 551</tr> 552<tr> 553<td> 554 <p> 555 ellint_rf 556 </p> 557 </td> 558<td> 559 <p> 560 <span class="blue">1.27<br> (62ns)</span> 561 </p> 562 </td> 563<td> 564 <p> 565 <span class="blue">1.94<br> (95ns)</span> 566 </p> 567 </td> 568<td> 569 <p> 570 <span class="green">1.00<br> (49ns)</span> 571 </p> 572 </td> 573</tr> 574<tr> 575<td> 576 <p> 577 ellint_rj 578 </p> 579 </td> 580<td> 581 <p> 582 <span class="blue">1.46<br> (264ns)</span> 583 </p> 584 </td> 585<td> 586 <p> 587 <span class="red">2.29<br> (414ns)</span> 588 </p> 589 </td> 590<td> 591 <p> 592 <span class="green">1.00<br> (181ns)</span> 593 </p> 594 </td> 595</tr> 596<tr> 597<td> 598 <p> 599 erf 600 </p> 601 </td> 602<td> 603 <p> 604 <span class="blue">1.30<br> (43ns)</span> 605 </p> 606 </td> 607<td> 608 <p> 609 <span class="blue">1.85<br> (61ns)</span> 610 </p> 611 </td> 612<td> 613 <p> 614 <span class="green">1.00<br> (33ns)</span> 615 </p> 616 </td> 617</tr> 618<tr> 619<td> 620 <p> 621 erfc 622 </p> 623 </td> 624<td> 625 <p> 626 <span class="green">1.06<br> (54ns)</span> 627 </p> 628 </td> 629<td> 630 <p> 631 <span class="blue">1.76<br> (90ns)</span> 632 </p> 633 </td> 634<td> 635 <p> 636 <span class="green">1.00<br> (51ns)</span> 637 </p> 638 </td> 639</tr> 640<tr> 641<td> 642 <p> 643 expint 644 </p> 645 </td> 646<td> 647 <p> 648 <span class="green">1.00<br> (27ns)</span> 649 </p> 650 </td> 651<td> 652 <p> 653 <span class="red">3.41<br> (92ns)</span> 654 </p> 655 </td> 656<td> 657 <p> 658 <span class="red">2.22<br> (60ns)</span> 659 </p> 660 </td> 661</tr> 662<tr> 663<td> 664 <p> 665 expint (En) 666 </p> 667 </td> 668<td> 669 <p> 670 <span class="green">1.00<br> (106ns)</span> 671 </p> 672 </td> 673<td> 674 <p> 675 <span class="blue">1.94<br> (206ns)</span> 676 </p> 677 </td> 678<td> 679 <p> 680 <span class="blue">1.29<br> (137ns)</span> 681 </p> 682 </td> 683</tr> 684<tr> 685<td> 686 <p> 687 expm1 688 </p> 689 </td> 690<td> 691 <p> 692 <span class="green">1.00<br> (11ns)</span> 693 </p> 694 </td> 695<td> 696 <p> 697 <span class="red">3.00<br> (33ns)</span> 698 </p> 699 </td> 700<td> 701 <p> 702 <span class="red">2.36<br> (26ns)</span> 703 </p> 704 </td> 705</tr> 706<tr> 707<td> 708 <p> 709 gamma_p 710 </p> 711 </td> 712<td> 713 <p> 714 <span class="green">1.00<br> (303ns)</span> 715 </p> 716 </td> 717<td> 718 <p> 719 <span class="blue">2.00<br> (605ns)</span> 720 </p> 721 </td> 722<td> 723 <p> 724 <span class="green">1.17<br> (355ns)</span> 725 </p> 726 </td> 727</tr> 728<tr> 729<td> 730 <p> 731 gamma_p_inv 732 </p> 733 </td> 734<td> 735 <p> 736 <span class="green">1.00<br> (1266ns)</span> 737 </p> 738 </td> 739<td> 740 <p> 741 <span class="blue">1.85<br> (2341ns)</span> 742 </p> 743 </td> 744<td> 745 <p> 746 <span class="green">1.15<br> (1460ns)</span> 747 </p> 748 </td> 749</tr> 750<tr> 751<td> 752 <p> 753 gamma_q 754 </p> 755 </td> 756<td> 757 <p> 758 <span class="green">1.00<br> (294ns)</span> 759 </p> 760 </td> 761<td> 762 <p> 763 <span class="red">2.10<br> (618ns)</span> 764 </p> 765 </td> 766<td> 767 <p> 768 <span class="blue">1.21<br> (356ns)</span> 769 </p> 770 </td> 771</tr> 772<tr> 773<td> 774 <p> 775 gamma_q_inv 776 </p> 777 </td> 778<td> 779 <p> 780 <span class="green">1.00<br> (1194ns)</span> 781 </p> 782 </td> 783<td> 784 <p> 785 <span class="blue">1.66<br> (1987ns)</span> 786 </p> 787 </td> 788<td> 789 <p> 790 <span class="green">1.14<br> (1357ns)</span> 791 </p> 792 </td> 793</tr> 794<tr> 795<td> 796 <p> 797 ibeta 798 </p> 799 </td> 800<td> 801 <p> 802 <span class="green">1.00<br> (512ns)</span> 803 </p> 804 </td> 805<td> 806 <p> 807 <span class="red">2.63<br> (1344ns)</span> 808 </p> 809 </td> 810<td> 811 <p> 812 <span class="blue">1.31<br> (673ns)</span> 813 </p> 814 </td> 815</tr> 816<tr> 817<td> 818 <p> 819 ibeta_inv 820 </p> 821 </td> 822<td> 823 <p> 824 <span class="green">1.00<br> (1910ns)</span> 825 </p> 826 </td> 827<td> 828 <p> 829 <span class="red">2.49<br> (4751ns)</span> 830 </p> 831 </td> 832<td> 833 <p> 834 <span class="blue">1.48<br> (2822ns)</span> 835 </p> 836 </td> 837</tr> 838<tr> 839<td> 840 <p> 841 ibetac 842 </p> 843 </td> 844<td> 845 <p> 846 <span class="green">1.00<br> (525ns)</span> 847 </p> 848 </td> 849<td> 850 <p> 851 <span class="red">2.60<br> (1365ns)</span> 852 </p> 853 </td> 854<td> 855 <p> 856 <span class="blue">1.27<br> (668ns)</span> 857 </p> 858 </td> 859</tr> 860<tr> 861<td> 862 <p> 863 ibetac_inv 864 </p> 865 </td> 866<td> 867 <p> 868 <span class="green">1.00<br> (1676ns)</span> 869 </p> 870 </td> 871<td> 872 <p> 873 <span class="red">2.85<br> (4778ns)</span> 874 </p> 875 </td> 876<td> 877 <p> 878 <span class="blue">1.74<br> (2910ns)</span> 879 </p> 880 </td> 881</tr> 882<tr> 883<td> 884 <p> 885 jacobi_cn 886 </p> 887 </td> 888<td> 889 <p> 890 <span class="green">1.00<br> (181ns)</span> 891 </p> 892 </td> 893<td> 894 <p> 895 <span class="red">3.10<br> (561ns)</span> 896 </p> 897 </td> 898<td> 899 <p> 900 <span class="blue">2.00<br> (362ns)</span> 901 </p> 902 </td> 903</tr> 904<tr> 905<td> 906 <p> 907 jacobi_dn 908 </p> 909 </td> 910<td> 911 <p> 912 <span class="green">1.00<br> (203ns)</span> 913 </p> 914 </td> 915<td> 916 <p> 917 <span class="red">3.03<br> (616ns)</span> 918 </p> 919 </td> 920<td> 921 <p> 922 <span class="blue">1.93<br> (392ns)</span> 923 </p> 924 </td> 925</tr> 926<tr> 927<td> 928 <p> 929 jacobi_sn 930 </p> 931 </td> 932<td> 933 <p> 934 <span class="green">1.00<br> (202ns)</span> 935 </p> 936 </td> 937<td> 938 <p> 939 <span class="red">2.81<br> (568ns)</span> 940 </p> 941 </td> 942<td> 943 <p> 944 <span class="blue">1.73<br> (350ns)</span> 945 </p> 946 </td> 947</tr> 948<tr> 949<td> 950 <p> 951 laguerre 952 </p> 953 </td> 954<td> 955 <p> 956 <span class="green">1.02<br> (107ns)</span> 957 </p> 958 </td> 959<td> 960 <p> 961 <span class="green">1.07<br> (112ns)</span> 962 </p> 963 </td> 964<td> 965 <p> 966 <span class="green">1.00<br> (105ns)</span> 967 </p> 968 </td> 969</tr> 970<tr> 971<td> 972 <p> 973 legendre 974 </p> 975 </td> 976<td> 977 <p> 978 <span class="green">1.11<br> (283ns)</span> 979 </p> 980 </td> 981<td> 982 <p> 983 <span class="blue">1.25<br> (320ns)</span> 984 </p> 985 </td> 986<td> 987 <p> 988 <span class="green">1.00<br> (255ns)</span> 989 </p> 990 </td> 991</tr> 992<tr> 993<td> 994 <p> 995 legendre Q 996 </p> 997 </td> 998<td> 999 <p> 1000 <span class="green">1.00<br> (309ns)</span> 1001 </p> 1002 </td> 1003<td> 1004 <p> 1005 <span class="blue">1.51<br> (466ns)</span> 1006 </p> 1007 </td> 1008<td> 1009 <p> 1010 <span class="green">1.15<br> (354ns)</span> 1011 </p> 1012 </td> 1013</tr> 1014<tr> 1015<td> 1016 <p> 1017 lgamma 1018 </p> 1019 </td> 1020<td> 1021 <p> 1022 <span class="green">1.00<br> (80ns)</span> 1023 </p> 1024 </td> 1025<td> 1026 <p> 1027 <span class="red">2.67<br> (214ns)</span> 1028 </p> 1029 </td> 1030<td> 1031 <p> 1032 <span class="blue">2.00<br> (160ns)</span> 1033 </p> 1034 </td> 1035</tr> 1036<tr> 1037<td> 1038 <p> 1039 log1p 1040 </p> 1041 </td> 1042<td> 1043 <p> 1044 <span class="green">1.00<br> (14ns)</span> 1045 </p> 1046 </td> 1047<td> 1048 <p> 1049 <span class="red">2.07<br> (29ns)</span> 1050 </p> 1051 </td> 1052<td> 1053 <p> 1054 <span class="blue">1.21<br> (17ns)</span> 1055 </p> 1056 </td> 1057</tr> 1058<tr> 1059<td> 1060 <p> 1061 polygamma 1062 </p> 1063 </td> 1064<td> 1065 <p> 1066 <span class="green">1.00<br> (4193ns)</span> 1067 </p> 1068 </td> 1069<td> 1070 <p> 1071 <span class="blue">1.85<br> (7743ns)</span> 1072 </p> 1073 </td> 1074<td> 1075 <p> 1076 <span class="blue">1.91<br> (8018ns)</span> 1077 </p> 1078 </td> 1079</tr> 1080<tr> 1081<td> 1082 <p> 1083 sph_bessel 1084 </p> 1085 </td> 1086<td> 1087 <p> 1088 <span class="green">1.01<br> (668ns)</span> 1089 </p> 1090 </td> 1091<td> 1092 <p> 1093 <span class="blue">1.48<br> (975ns)</span> 1094 </p> 1095 </td> 1096<td> 1097 <p> 1098 <span class="green">1.00<br> (661ns)</span> 1099 </p> 1100 </td> 1101</tr> 1102<tr> 1103<td> 1104 <p> 1105 sph_neumann 1106 </p> 1107 </td> 1108<td> 1109 <p> 1110 <span class="green">1.07<br> (1138ns)</span> 1111 </p> 1112 </td> 1113<td> 1114 <p> 1115 <span class="red">2.96<br> (3153ns)</span> 1116 </p> 1117 </td> 1118<td> 1119 <p> 1120 <span class="green">1.00<br> (1064ns)</span> 1121 </p> 1122 </td> 1123</tr> 1124<tr> 1125<td> 1126 <p> 1127 tgamma 1128 </p> 1129 </td> 1130<td> 1131 <p> 1132 <span class="green">1.00<br> (74ns)</span> 1133 </p> 1134 </td> 1135<td> 1136 <p> 1137 <span class="red">3.50<br> (259ns)</span> 1138 </p> 1139 </td> 1140<td> 1141 <p> 1142 <span class="red">2.14<br> (158ns)</span> 1143 </p> 1144 </td> 1145</tr> 1146<tr> 1147<td> 1148 <p> 1149 tgamma (incomplete) 1150 </p> 1151 </td> 1152<td> 1153 <p> 1154 <span class="green">1.00<br> (208ns)</span> 1155 </p> 1156 </td> 1157<td> 1158 <p> 1159 <span class="red">2.30<br> (478ns)</span> 1160 </p> 1161 </td> 1162<td> 1163 <p> 1164 <span class="blue">1.64<br> (342ns)</span> 1165 </p> 1166 </td> 1167</tr> 1168<tr> 1169<td> 1170 <p> 1171 trigamma 1172 </p> 1173 </td> 1174<td> 1175 <p> 1176 <span class="green">1.00<br> (12ns)</span> 1177 </p> 1178 </td> 1179<td> 1180 <p> 1181 <span class="red">2.83<br> (34ns)</span> 1182 </p> 1183 </td> 1184<td> 1185 <p> 1186 <span class="green">1.17<br> (14ns)</span> 1187 </p> 1188 </td> 1189</tr> 1190<tr> 1191<td> 1192 <p> 1193 zeta 1194 </p> 1195 </td> 1196<td> 1197 <p> 1198 <span class="green">1.00<br> (117ns)</span> 1199 </p> 1200 </td> 1201<td> 1202 <p> 1203 <span class="red">2.65<br> (310ns)</span> 1204 </p> 1205 </td> 1206<td> 1207 <p> 1208 <span class="blue">1.89<br> (221ns)</span> 1209 </p> 1210 </td> 1211</tr> 1212</tbody> 1213</table></div> 1214</div> 1215<br class="table-break"><div class="table"> 1216<a name="math_toolkit.comp_compilers.table_Compiler_Comparison_on_linux"></a><p class="title"><b>Table 22.13. Compiler Comparison on linux</b></p> 1217<div class="table-contents"><table class="table" summary="Compiler Comparison on linux"> 1218<colgroup> 1219<col> 1220<col> 1221<col> 1222<col> 1223<col> 1224<col> 1225<col> 1226</colgroup> 1227<thead><tr> 1228<th> 1229 <p> 1230 Function 1231 </p> 1232 </th> 1233<th> 1234 <p> 1235 GNU C++ version 9.2.1 20191008<br> boost 1.73 1236 </p> 1237 </th> 1238<th> 1239 <p> 1240 GNU C++ version 9.2.1 20191008<br> boost 1.73<br> promote_double<false> 1241 </p> 1242 </th> 1243<th> 1244 <p> 1245 Clang version 9.0.0 (tags/RELEASE_900/final)<br> boost 1.73 1246 </p> 1247 </th> 1248<th> 1249 <p> 1250 Clang version 9.0.0 (tags/RELEASE_900/final)<br> boost 1.73<br> 1251 promote_double<false> 1252 </p> 1253 </th> 1254<th> 1255 <p> 1256 Intel C++ C++0x mode version 1910<br> boost 1.73 1257 </p> 1258 </th> 1259<th> 1260 <p> 1261 Intel C++ C++0x mode version 1910<br> boost 1.73<br> promote_double<false> 1262 </p> 1263 </th> 1264</tr></thead> 1265<tbody> 1266<tr> 1267<td> 1268 <p> 1269 assoc_laguerre 1270 </p> 1271 </td> 1272<td> 1273 <p> 1274 <span class="green">1.17<br> (156ns)</span> 1275 </p> 1276 </td> 1277<td> 1278 <p> 1279 <span class="green">1.08<br> (143ns)</span> 1280 </p> 1281 </td> 1282<td> 1283 <p> 1284 <span class="blue">1.72<br> (229ns)</span> 1285 </p> 1286 </td> 1287<td> 1288 <p> 1289 <span class="blue">1.31<br> (174ns)</span> 1290 </p> 1291 </td> 1292<td> 1293 <p> 1294 <span class="green">1.15<br> (153ns)</span> 1295 </p> 1296 </td> 1297<td> 1298 <p> 1299 <span class="green">1.00<br> (133ns)</span> 1300 </p> 1301 </td> 1302</tr> 1303<tr> 1304<td> 1305 <p> 1306 assoc_legendre 1307 </p> 1308 </td> 1309<td> 1310 <p> 1311 <span class="red">2.91<br> (279ns)</span> 1312 </p> 1313 </td> 1314<td> 1315 <p> 1316 <span class="blue">1.78<br> (171ns)</span> 1317 </p> 1318 </td> 1319<td> 1320 <p> 1321 <span class="red">2.86<br> (275ns)</span> 1322 </p> 1323 </td> 1324<td> 1325 <p> 1326 <span class="green">1.00<br> (96ns)</span> 1327 </p> 1328 </td> 1329<td> 1330 <p> 1331 <span class="red">2.79<br> (268ns)</span> 1332 </p> 1333 </td> 1334<td> 1335 <p> 1336 <span class="red">2.16<br> (207ns)</span> 1337 </p> 1338 </td> 1339</tr> 1340<tr> 1341<td> 1342 <p> 1343 beta 1344 </p> 1345 </td> 1346<td> 1347 <p> 1348 <span class="red">10.52<br> (789ns)</span> 1349 </p> 1350 </td> 1351<td> 1352 <p> 1353 <span class="blue">1.40<br> (105ns)</span> 1354 </p> 1355 </td> 1356<td> 1357 <p> 1358 <span class="red">10.56<br> (792ns)</span> 1359 </p> 1360 </td> 1361<td> 1362 <p> 1363 <span class="blue">1.73<br> (130ns)</span> 1364 </p> 1365 </td> 1366<td> 1367 <p> 1368 <span class="red">6.07<br> (455ns)</span> 1369 </p> 1370 </td> 1371<td> 1372 <p> 1373 <span class="green">1.00<br> (75ns)</span> 1374 </p> 1375 </td> 1376</tr> 1377<tr> 1378<td> 1379 <p> 1380 beta (incomplete) 1381 </p> 1382 </td> 1383<td> 1384 <p> 1385 <span class="red">4.98<br> (2076ns)</span> 1386 </p> 1387 </td> 1388<td> 1389 <p> 1390 <span class="blue">1.26<br> (524ns)</span> 1391 </p> 1392 </td> 1393<td> 1394 <p> 1395 <span class="red">5.44<br> (2267ns)</span> 1396 </p> 1397 </td> 1398<td> 1399 <p> 1400 <span class="green">1.00<br> (417ns)</span> 1401 </p> 1402 </td> 1403<td> 1404 <p> 1405 <span class="red">3.15<br> (1315ns)</span> 1406 </p> 1407 </td> 1408<td> 1409 <p> 1410 <span class="green">1.16<br> (484ns)</span> 1411 </p> 1412 </td> 1413</tr> 1414<tr> 1415<td> 1416 <p> 1417 cbrt 1418 </p> 1419 </td> 1420<td> 1421 <p> 1422 <span class="red">2.52<br> (58ns)</span> 1423 </p> 1424 </td> 1425<td> 1426 <p> 1427 <span class="green">1.09<br> (25ns)</span> 1428 </p> 1429 </td> 1430<td> 1431 <p> 1432 <span class="red">2.35<br> (54ns)</span> 1433 </p> 1434 </td> 1435<td> 1436 <p> 1437 <span class="blue">1.22<br> (28ns)</span> 1438 </p> 1439 </td> 1440<td> 1441 <p> 1442 <span class="blue">1.91<br> (44ns)</span> 1443 </p> 1444 </td> 1445<td> 1446 <p> 1447 <span class="green">1.00<br> (23ns)</span> 1448 </p> 1449 </td> 1450</tr> 1451<tr> 1452<td> 1453 <p> 1454 cyl_bessel_i 1455 </p> 1456 </td> 1457<td> 1458 <p> 1459 <span class="red">5.05<br> (1182ns)</span> 1460 </p> 1461 </td> 1462<td> 1463 <p> 1464 <span class="green">1.02<br> (239ns)</span> 1465 </p> 1466 </td> 1467<td> 1468 <p> 1469 <span class="red">10.73<br> (2511ns)</span> 1470 </p> 1471 </td> 1472<td> 1473 <p> 1474 <span class="blue">1.74<br> (406ns)</span> 1475 </p> 1476 </td> 1477<td> 1478 <p> 1479 <span class="red">3.99<br> (933ns)</span> 1480 </p> 1481 </td> 1482<td> 1483 <p> 1484 <span class="green">1.00<br> (234ns)</span> 1485 </p> 1486 </td> 1487</tr> 1488<tr> 1489<td> 1490 <p> 1491 cyl_bessel_i (integer order) 1492 </p> 1493 </td> 1494<td> 1495 <p> 1496 <span class="red">4.41<br> (767ns)</span> 1497 </p> 1498 </td> 1499<td> 1500 <p> 1501 <span class="green">1.00<br> (174ns)</span> 1502 </p> 1503 </td> 1504<td> 1505 <p> 1506 <span class="red">5.09<br> (886ns)</span> 1507 </p> 1508 </td> 1509<td> 1510 <p> 1511 <span class="green">1.03<br> (179ns)</span> 1512 </p> 1513 </td> 1514<td> 1515 <p> 1516 <span class="red">3.63<br> (631ns)</span> 1517 </p> 1518 </td> 1519<td> 1520 <p> 1521 <span class="green">1.12<br> (195ns)</span> 1522 </p> 1523 </td> 1524</tr> 1525<tr> 1526<td> 1527 <p> 1528 cyl_bessel_j 1529 </p> 1530 </td> 1531<td> 1532 <p> 1533 <span class="red">3.80<br> (1067ns)</span> 1534 </p> 1535 </td> 1536<td> 1537 <p> 1538 <span class="blue">1.28<br> (359ns)</span> 1539 </p> 1540 </td> 1541<td> 1542 <p> 1543 <span class="red">4.72<br> (1327ns)</span> 1544 </p> 1545 </td> 1546<td> 1547 <p> 1548 <span class="blue">1.55<br> (436ns)</span> 1549 </p> 1550 </td> 1551<td> 1552 <p> 1553 <span class="red">3.05<br> (857ns)</span> 1554 </p> 1555 </td> 1556<td> 1557 <p> 1558 <span class="green">1.00<br> (281ns)</span> 1559 </p> 1560 </td> 1561</tr> 1562<tr> 1563<td> 1564 <p> 1565 cyl_bessel_j (integer order) 1566 </p> 1567 </td> 1568<td> 1569 <p> 1570 <span class="red">3.10<br> (319ns)</span> 1571 </p> 1572 </td> 1573<td> 1574 <p> 1575 <span class="green">1.05<br> (108ns)</span> 1576 </p> 1577 </td> 1578<td> 1579 <p> 1580 <span class="red">4.73<br> (487ns)</span> 1581 </p> 1582 </td> 1583<td> 1584 <p> 1585 <span class="green">1.00<br> (103ns)</span> 1586 </p> 1587 </td> 1588<td> 1589 <p> 1590 <span class="red">2.30<br> (237ns)</span> 1591 </p> 1592 </td> 1593<td> 1594 <p> 1595 <span class="green">1.12<br> (115ns)</span> 1596 </p> 1597 </td> 1598</tr> 1599<tr> 1600<td> 1601 <p> 1602 cyl_bessel_k 1603 </p> 1604 </td> 1605<td> 1606 <p> 1607 <span class="red">10.37<br> (3962ns)</span> 1608 </p> 1609 </td> 1610<td> 1611 <p> 1612 <span class="green">1.00<br> (382ns)</span> 1613 </p> 1614 </td> 1615<td> 1616 <p> 1617 <span class="red">11.55<br> (4414ns)</span> 1618 </p> 1619 </td> 1620<td> 1621 <p> 1622 <span class="blue">1.52<br> (582ns)</span> 1623 </p> 1624 </td> 1625<td> 1626 <p> 1627 <span class="red">12.41<br> (4739ns)</span> 1628 </p> 1629 </td> 1630<td> 1631 <p> 1632 <span class="green">1.09<br> (416ns)</span> 1633 </p> 1634 </td> 1635</tr> 1636<tr> 1637<td> 1638 <p> 1639 cyl_bessel_k (integer order) 1640 </p> 1641 </td> 1642<td> 1643 <p> 1644 <span class="red">19.23<br> (3289ns)</span> 1645 </p> 1646 </td> 1647<td> 1648 <p> 1649 <span class="green">1.06<br> (181ns)</span> 1650 </p> 1651 </td> 1652<td> 1653 <p> 1654 <span class="red">19.78<br> (3382ns)</span> 1655 </p> 1656 </td> 1657<td> 1658 <p> 1659 <span class="blue">1.27<br> (217ns)</span> 1660 </p> 1661 </td> 1662<td> 1663 <p> 1664 <span class="red">20.02<br> (3423ns)</span> 1665 </p> 1666 </td> 1667<td> 1668 <p> 1669 <span class="green">1.00<br> (171ns)</span> 1670 </p> 1671 </td> 1672</tr> 1673<tr> 1674<td> 1675 <p> 1676 cyl_neumann 1677 </p> 1678 </td> 1679<td> 1680 <p> 1681 <span class="red">2.18<br> (8826ns)</span> 1682 </p> 1683 </td> 1684<td> 1685 <p> 1686 <span class="green">1.19<br> (4814ns)</span> 1687 </p> 1688 </td> 1689<td> 1690 <p> 1691 <span class="red">3.23<br> (13059ns)</span> 1692 </p> 1693 </td> 1694<td> 1695 <p> 1696 <span class="blue">1.31<br> (5275ns)</span> 1697 </p> 1698 </td> 1699<td> 1700 <p> 1701 <span class="red">2.35<br> (9503ns)</span> 1702 </p> 1703 </td> 1704<td> 1705 <p> 1706 <span class="green">1.00<br> (4041ns)</span> 1707 </p> 1708 </td> 1709</tr> 1710<tr> 1711<td> 1712 <p> 1713 cyl_neumann (integer order) 1714 </p> 1715 </td> 1716<td> 1717 <p> 1718 <span class="red">3.67<br> (466ns)</span> 1719 </p> 1720 </td> 1721<td> 1722 <p> 1723 <span class="blue">1.35<br> (172ns)</span> 1724 </p> 1725 </td> 1726<td> 1727 <p> 1728 <span class="red">4.49<br> (570ns)</span> 1729 </p> 1730 </td> 1731<td> 1732 <p> 1733 <span class="green">1.15<br> (146ns)</span> 1734 </p> 1735 </td> 1736<td> 1737 <p> 1738 <span class="red">2.87<br> (364ns)</span> 1739 </p> 1740 </td> 1741<td> 1742 <p> 1743 <span class="green">1.00<br> (127ns)</span> 1744 </p> 1745 </td> 1746</tr> 1747<tr> 1748<td> 1749 <p> 1750 digamma 1751 </p> 1752 </td> 1753<td> 1754 <p> 1755 <span class="red">2.30<br> (62ns)</span> 1756 </p> 1757 </td> 1758<td> 1759 <p> 1760 <span class="blue">1.30<br> (35ns)</span> 1761 </p> 1762 </td> 1763<td> 1764 <p> 1765 <span class="red">3.11<br> (84ns)</span> 1766 </p> 1767 </td> 1768<td> 1769 <p> 1770 <span class="blue">1.33<br> (36ns)</span> 1771 </p> 1772 </td> 1773<td> 1774 <p> 1775 <span class="blue">1.85<br> (50ns)</span> 1776 </p> 1777 </td> 1778<td> 1779 <p> 1780 <span class="green">1.00<br> (27ns)</span> 1781 </p> 1782 </td> 1783</tr> 1784<tr> 1785<td> 1786 <p> 1787 ellint_1 1788 </p> 1789 </td> 1790<td> 1791 <p> 1792 <span class="red">2.26<br> (310ns)</span> 1793 </p> 1794 </td> 1795<td> 1796 <p> 1797 <span class="green">1.12<br> (154ns)</span> 1798 </p> 1799 </td> 1800<td> 1801 <p> 1802 <span class="red">6.96<br> (954ns)</span> 1803 </p> 1804 </td> 1805<td> 1806 <p> 1807 <span class="blue">1.25<br> (171ns)</span> 1808 </p> 1809 </td> 1810<td> 1811 <p> 1812 <span class="red">3.22<br> (441ns)</span> 1813 </p> 1814 </td> 1815<td> 1816 <p> 1817 <span class="green">1.00<br> (137ns)</span> 1818 </p> 1819 </td> 1820</tr> 1821<tr> 1822<td> 1823 <p> 1824 ellint_1 (complete) 1825 </p> 1826 </td> 1827<td> 1828 <p> 1829 <span class="red">4.65<br> (93ns)</span> 1830 </p> 1831 </td> 1832<td> 1833 <p> 1834 <span class="red">3.15<br> (63ns)</span> 1835 </p> 1836 </td> 1837<td> 1838 <p> 1839 <span class="red">6.00<br> (120ns)</span> 1840 </p> 1841 </td> 1842<td> 1843 <p> 1844 <span class="green">1.15<br> (23ns)</span> 1845 </p> 1846 </td> 1847<td> 1848 <p> 1849 <span class="blue">1.90<br> (38ns)</span> 1850 </p> 1851 </td> 1852<td> 1853 <p> 1854 <span class="green">1.00<br> (20ns)</span> 1855 </p> 1856 </td> 1857</tr> 1858<tr> 1859<td> 1860 <p> 1861 ellint_2 1862 </p> 1863 </td> 1864<td> 1865 <p> 1866 <span class="red">3.81<br> (704ns)</span> 1867 </p> 1868 </td> 1869<td> 1870 <p> 1871 <span class="blue">1.28<br> (236ns)</span> 1872 </p> 1873 </td> 1874<td> 1875 <p> 1876 <span class="red">8.95<br> (1655ns)</span> 1877 </p> 1878 </td> 1879<td> 1880 <p> 1881 <span class="blue">1.36<br> (251ns)</span> 1882 </p> 1883 </td> 1884<td> 1885 <p> 1886 <span class="red">4.36<br> (807ns)</span> 1887 </p> 1888 </td> 1889<td> 1890 <p> 1891 <span class="green">1.00<br> (185ns)</span> 1892 </p> 1893 </td> 1894</tr> 1895<tr> 1896<td> 1897 <p> 1898 ellint_2 (complete) 1899 </p> 1900 </td> 1901<td> 1902 <p> 1903 <span class="blue">1.83<br> (44ns)</span> 1904 </p> 1905 </td> 1906<td> 1907 <p> 1908 <span class="green">1.04<br> (25ns)</span> 1909 </p> 1910 </td> 1911<td> 1912 <p> 1913 <span class="red">6.25<br> (150ns)</span> 1914 </p> 1915 </td> 1916<td> 1917 <p> 1918 <span class="blue">1.25<br> (30ns)</span> 1919 </p> 1920 </td> 1921<td> 1922 <p> 1923 <span class="blue">2.00<br> (48ns)</span> 1924 </p> 1925 </td> 1926<td> 1927 <p> 1928 <span class="green">1.00<br> (24ns)</span> 1929 </p> 1930 </td> 1931</tr> 1932<tr> 1933<td> 1934 <p> 1935 ellint_3 1936 </p> 1937 </td> 1938<td> 1939 <p> 1940 <span class="red">3.27<br> (609ns)</span> 1941 </p> 1942 </td> 1943<td> 1944 <p> 1945 <span class="green">1.17<br> (217ns)</span> 1946 </p> 1947 </td> 1948<td> 1949 <p> 1950 <span class="red">5.37<br> (998ns)</span> 1951 </p> 1952 </td> 1953<td> 1954 <p> 1955 <span class="blue">1.32<br> (245ns)</span> 1956 </p> 1957 </td> 1958<td> 1959 <p> 1960 <span class="red">2.84<br> (528ns)</span> 1961 </p> 1962 </td> 1963<td> 1964 <p> 1965 <span class="green">1.00<br> (186ns)</span> 1966 </p> 1967 </td> 1968</tr> 1969<tr> 1970<td> 1971 <p> 1972 ellint_3 (complete) 1973 </p> 1974 </td> 1975<td> 1976 <p> 1977 <span class="green">-nan<br> (0ns)</span> 1978 </p> 1979 </td> 1980<td> 1981 <p> 1982 <span class="green">-nan<br> (0ns)</span> 1983 </p> 1984 </td> 1985<td> 1986 <p> 1987 <span class="green">-nan<br> (0ns)</span> 1988 </p> 1989 </td> 1990<td> 1991 <p> 1992 <span class="green">-nan<br> (0ns)</span> 1993 </p> 1994 </td> 1995<td> 1996 <p> 1997 <span class="green">-nan<br> (0ns)</span> 1998 </p> 1999 </td> 2000<td> 2001 <p> 2002 <span class="green">-nan<br> (0ns)</span> 2003 </p> 2004 </td> 2005</tr> 2006<tr> 2007<td> 2008 <p> 2009 ellint_rc 2010 </p> 2011 </td> 2012<td> 2013 <p> 2014 <span class="red">2.75<br> (66ns)</span> 2015 </p> 2016 </td> 2017<td> 2018 <p> 2019 <span class="blue">1.29<br> (31ns)</span> 2020 </p> 2021 </td> 2022<td> 2023 <p> 2024 <span class="red">4.71<br> (113ns)</span> 2025 </p> 2026 </td> 2027<td> 2028 <p> 2029 <span class="blue">1.42<br> (34ns)</span> 2030 </p> 2031 </td> 2032<td> 2033 <p> 2034 <span class="blue">1.83<br> (44ns)</span> 2035 </p> 2036 </td> 2037<td> 2038 <p> 2039 <span class="green">1.00<br> (24ns)</span> 2040 </p> 2041 </td> 2042</tr> 2043<tr> 2044<td> 2045 <p> 2046 ellint_rd 2047 </p> 2048 </td> 2049<td> 2050 <p> 2051 <span class="red">4.37<br> (428ns)</span> 2052 </p> 2053 </td> 2054<td> 2055 <p> 2056 <span class="blue">1.31<br> (128ns)</span> 2057 </p> 2058 </td> 2059<td> 2060 <p> 2061 <span class="red">9.24<br> (906ns)</span> 2062 </p> 2063 </td> 2064<td> 2065 <p> 2066 <span class="blue">1.31<br> (128ns)</span> 2067 </p> 2068 </td> 2069<td> 2070 <p> 2071 <span class="red">4.17<br> (409ns)</span> 2072 </p> 2073 </td> 2074<td> 2075 <p> 2076 <span class="green">1.00<br> (98ns)</span> 2077 </p> 2078 </td> 2079</tr> 2080<tr> 2081<td> 2082 <p> 2083 ellint_rf 2084 </p> 2085 </td> 2086<td> 2087 <p> 2088 <span class="red">2.47<br> (84ns)</span> 2089 </p> 2090 </td> 2091<td> 2092 <p> 2093 <span class="blue">1.44<br> (49ns)</span> 2094 </p> 2095 </td> 2096<td> 2097 <p> 2098 <span class="red">4.62<br> (157ns)</span> 2099 </p> 2100 </td> 2101<td> 2102 <p> 2103 <span class="blue">1.32<br> (45ns)</span> 2104 </p> 2105 </td> 2106<td> 2107 <p> 2108 <span class="blue">1.85<br> (63ns)</span> 2109 </p> 2110 </td> 2111<td> 2112 <p> 2113 <span class="green">1.00<br> (34ns)</span> 2114 </p> 2115 </td> 2116</tr> 2117<tr> 2118<td> 2119 <p> 2120 ellint_rj 2121 </p> 2122 </td> 2123<td> 2124 <p> 2125 <span class="red">4.14<br> (426ns)</span> 2126 </p> 2127 </td> 2128<td> 2129 <p> 2130 <span class="blue">1.36<br> (140ns)</span> 2131 </p> 2132 </td> 2133<td> 2134 <p> 2135 <span class="red">7.18<br> (740ns)</span> 2136 </p> 2137 </td> 2138<td> 2139 <p> 2140 <span class="blue">1.31<br> (135ns)</span> 2141 </p> 2142 </td> 2143<td> 2144 <p> 2145 <span class="red">3.33<br> (343ns)</span> 2146 </p> 2147 </td> 2148<td> 2149 <p> 2150 <span class="green">1.00<br> (103ns)</span> 2151 </p> 2152 </td> 2153</tr> 2154<tr> 2155<td> 2156 <p> 2157 erf 2158 </p> 2159 </td> 2160<td> 2161 <p> 2162 <span class="blue">1.69<br> (54ns)</span> 2163 </p> 2164 </td> 2165<td> 2166 <p> 2167 <span class="blue">1.28<br> (41ns)</span> 2168 </p> 2169 </td> 2170<td> 2171 <p> 2172 <span class="red">2.56<br> (82ns)</span> 2173 </p> 2174 </td> 2175<td> 2176 <p> 2177 <span class="blue">1.38<br> (44ns)</span> 2178 </p> 2179 </td> 2180<td> 2181 <p> 2182 <span class="blue">1.34<br> (43ns)</span> 2183 </p> 2184 </td> 2185<td> 2186 <p> 2187 <span class="green">1.00<br> (32ns)</span> 2188 </p> 2189 </td> 2190</tr> 2191<tr> 2192<td> 2193 <p> 2194 erfc 2195 </p> 2196 </td> 2197<td> 2198 <p> 2199 <span class="blue">1.65<br> (89ns)</span> 2200 </p> 2201 </td> 2202<td> 2203 <p> 2204 <span class="blue">1.20<br> (65ns)</span> 2205 </p> 2206 </td> 2207<td> 2208 <p> 2209 <span class="red">2.46<br> (133ns)</span> 2210 </p> 2211 </td> 2212<td> 2213 <p> 2214 <span class="blue">1.26<br> (68ns)</span> 2215 </p> 2216 </td> 2217<td> 2218 <p> 2219 <span class="blue">1.22<br> (66ns)</span> 2220 </p> 2221 </td> 2222<td> 2223 <p> 2224 <span class="green">1.00<br> (54ns)</span> 2225 </p> 2226 </td> 2227</tr> 2228<tr> 2229<td> 2230 <p> 2231 expint 2232 </p> 2233 </td> 2234<td> 2235 <p> 2236 <span class="red">2.93<br> (85ns)</span> 2237 </p> 2238 </td> 2239<td> 2240 <p> 2241 <span class="blue">1.45<br> (42ns)</span> 2242 </p> 2243 </td> 2244<td> 2245 <p> 2246 <span class="red">2.90<br> (84ns)</span> 2247 </p> 2248 </td> 2249<td> 2250 <p> 2251 <span class="blue">1.31<br> (38ns)</span> 2252 </p> 2253 </td> 2254<td> 2255 <p> 2256 <span class="red">2.21<br> (64ns)</span> 2257 </p> 2258 </td> 2259<td> 2260 <p> 2261 <span class="green">1.00<br> (29ns)</span> 2262 </p> 2263 </td> 2264</tr> 2265<tr> 2266<td> 2267 <p> 2268 expint (En) 2269 </p> 2270 </td> 2271<td> 2272 <p> 2273 <span class="red">2.42<br> (242ns)</span> 2274 </p> 2275 </td> 2276<td> 2277 <p> 2278 <span class="green">1.14<br> (114ns)</span> 2279 </p> 2280 </td> 2281<td> 2282 <p> 2283 <span class="red">2.76<br> (276ns)</span> 2284 </p> 2285 </td> 2286<td> 2287 <p> 2288 <span class="green">1.19<br> (119ns)</span> 2289 </p> 2290 </td> 2291<td> 2292 <p> 2293 <span class="blue">1.84<br> (184ns)</span> 2294 </p> 2295 </td> 2296<td> 2297 <p> 2298 <span class="green">1.00<br> (100ns)</span> 2299 </p> 2300 </td> 2301</tr> 2302<tr> 2303<td> 2304 <p> 2305 expm1 2306 </p> 2307 </td> 2308<td> 2309 <p> 2310 <span class="blue">1.90<br> (19ns)</span> 2311 </p> 2312 </td> 2313<td> 2314 <p> 2315 <span class="blue">1.60<br> (16ns)</span> 2316 </p> 2317 </td> 2318<td> 2319 <p> 2320 <span class="blue">1.50<br> (15ns)</span> 2321 </p> 2322 </td> 2323<td> 2324 <p> 2325 <span class="blue">1.40<br> (14ns)</span> 2326 </p> 2327 </td> 2328<td> 2329 <p> 2330 <span class="blue">1.80<br> (18ns)</span> 2331 </p> 2332 </td> 2333<td> 2334 <p> 2335 <span class="green">1.00<br> (10ns)</span> 2336 </p> 2337 </td> 2338</tr> 2339<tr> 2340<td> 2341 <p> 2342 gamma_p 2343 </p> 2344 </td> 2345<td> 2346 <p> 2347 <span class="red">2.43<br> (618ns)</span> 2348 </p> 2349 </td> 2350<td> 2351 <p> 2352 <span class="green">1.02<br> (260ns)</span> 2353 </p> 2354 </td> 2355<td> 2356 <p> 2357 <span class="red">2.95<br> (749ns)</span> 2358 </p> 2359 </td> 2360<td> 2361 <p> 2362 <span class="green">1.00<br> (254ns)</span> 2363 </p> 2364 </td> 2365<td> 2366 <p> 2367 <span class="red">2.15<br> (545ns)</span> 2368 </p> 2369 </td> 2370<td> 2371 <p> 2372 <span class="green">1.03<br> (262ns)</span> 2373 </p> 2374 </td> 2375</tr> 2376<tr> 2377<td> 2378 <p> 2379 gamma_p_inv 2380 </p> 2381 </td> 2382<td> 2383 <p> 2384 <span class="red">2.37<br> (2328ns)</span> 2385 </p> 2386 </td> 2387<td> 2388 <p> 2389 <span class="green">1.06<br> (1038ns)</span> 2390 </p> 2391 </td> 2392<td> 2393 <p> 2394 <span class="red">2.73<br> (2676ns)</span> 2395 </p> 2396 </td> 2397<td> 2398 <p> 2399 <span class="green">1.06<br> (1045ns)</span> 2400 </p> 2401 </td> 2402<td> 2403 <p> 2404 <span class="blue">1.92<br> (1883ns)</span> 2405 </p> 2406 </td> 2407<td> 2408 <p> 2409 <span class="green">1.00<br> (982ns)</span> 2410 </p> 2411 </td> 2412</tr> 2413<tr> 2414<td> 2415 <p> 2416 gamma_q 2417 </p> 2418 </td> 2419<td> 2420 <p> 2421 <span class="red">2.49<br> (629ns)</span> 2422 </p> 2423 </td> 2424<td> 2425 <p> 2426 <span class="green">1.00<br> (253ns)</span> 2427 </p> 2428 </td> 2429<td> 2430 <p> 2431 <span class="red">3.28<br> (831ns)</span> 2432 </p> 2433 </td> 2434<td> 2435 <p> 2436 <span class="green">1.11<br> (280ns)</span> 2437 </p> 2438 </td> 2439<td> 2440 <p> 2441 <span class="red">2.18<br> (551ns)</span> 2442 </p> 2443 </td> 2444<td> 2445 <p> 2446 <span class="green">1.04<br> (263ns)</span> 2447 </p> 2448 </td> 2449</tr> 2450<tr> 2451<td> 2452 <p> 2453 gamma_q_inv 2454 </p> 2455 </td> 2456<td> 2457 <p> 2458 <span class="red">2.73<br> (2016ns)</span> 2459 </p> 2460 </td> 2461<td> 2462 <p> 2463 <span class="blue">1.30<br> (958ns)</span> 2464 </p> 2465 </td> 2466<td> 2467 <p> 2468 <span class="red">3.22<br> (2381ns)</span> 2469 </p> 2470 </td> 2471<td> 2472 <p> 2473 <span class="blue">1.30<br> (962ns)</span> 2474 </p> 2475 </td> 2476<td> 2477 <p> 2478 <span class="blue">1.73<br> (1275ns)</span> 2479 </p> 2480 </td> 2481<td> 2482 <p> 2483 <span class="green">1.00<br> (739ns)</span> 2484 </p> 2485 </td> 2486</tr> 2487<tr> 2488<td> 2489 <p> 2490 ibeta 2491 </p> 2492 </td> 2493<td> 2494 <p> 2495 <span class="red">4.56<br> (1979ns)</span> 2496 </p> 2497 </td> 2498<td> 2499 <p> 2500 <span class="blue">1.21<br> (524ns)</span> 2501 </p> 2502 </td> 2503<td> 2504 <p> 2505 <span class="red">4.60<br> (1996ns)</span> 2506 </p> 2507 </td> 2508<td> 2509 <p> 2510 <span class="green">1.00<br> (434ns)</span> 2511 </p> 2512 </td> 2513<td> 2514 <p> 2515 <span class="red">3.35<br> (1453ns)</span> 2516 </p> 2517 </td> 2518<td> 2519 <p> 2520 <span class="green">1.13<br> (491ns)</span> 2521 </p> 2522 </td> 2523</tr> 2524<tr> 2525<td> 2526 <p> 2527 ibeta_inv 2528 </p> 2529 </td> 2530<td> 2531 <p> 2532 <span class="red">3.22<br> (5552ns)</span> 2533 </p> 2534 </td> 2535<td> 2536 <p> 2537 <span class="green">1.10<br> (1902ns)</span> 2538 </p> 2539 </td> 2540<td> 2541 <p> 2542 <span class="red">3.49<br> (6013ns)</span> 2543 </p> 2544 </td> 2545<td> 2546 <p> 2547 <span class="green">1.03<br> (1781ns)</span> 2548 </p> 2549 </td> 2550<td> 2551 <p> 2552 <span class="red">2.58<br> (4437ns)</span> 2553 </p> 2554 </td> 2555<td> 2556 <p> 2557 <span class="green">1.00<br> (1722ns)</span> 2558 </p> 2559 </td> 2560</tr> 2561<tr> 2562<td> 2563 <p> 2564 ibetac 2565 </p> 2566 </td> 2567<td> 2568 <p> 2569 <span class="red">4.34<br> (2008ns)</span> 2570 </p> 2571 </td> 2572<td> 2573 <p> 2574 <span class="blue">1.27<br> (590ns)</span> 2575 </p> 2576 </td> 2577<td> 2578 <p> 2579 <span class="red">4.34<br> (2008ns)</span> 2580 </p> 2581 </td> 2582<td> 2583 <p> 2584 <span class="green">1.00<br> (463ns)</span> 2585 </p> 2586 </td> 2587<td> 2588 <p> 2589 <span class="red">3.11<br> (1438ns)</span> 2590 </p> 2591 </td> 2592<td> 2593 <p> 2594 <span class="green">1.17<br> (543ns)</span> 2595 </p> 2596 </td> 2597</tr> 2598<tr> 2599<td> 2600 <p> 2601 ibetac_inv 2602 </p> 2603 </td> 2604<td> 2605 <p> 2606 <span class="red">3.32<br> (5533ns)</span> 2607 </p> 2608 </td> 2609<td> 2610 <p> 2611 <span class="green">1.11<br> (1853ns)</span> 2612 </p> 2613 </td> 2614<td> 2615 <p> 2616 <span class="red">3.55<br> (5915ns)</span> 2617 </p> 2618 </td> 2619<td> 2620 <p> 2621 <span class="green">1.03<br> (1722ns)</span> 2622 </p> 2623 </td> 2624<td> 2625 <p> 2626 <span class="red">2.48<br> (4131ns)</span> 2627 </p> 2628 </td> 2629<td> 2630 <p> 2631 <span class="green">1.00<br> (1666ns)</span> 2632 </p> 2633 </td> 2634</tr> 2635<tr> 2636<td> 2637 <p> 2638 jacobi_cn 2639 </p> 2640 </td> 2641<td> 2642 <p> 2643 <span class="red">3.74<br> (483ns)</span> 2644 </p> 2645 </td> 2646<td> 2647 <p> 2648 <span class="blue">1.26<br> (163ns)</span> 2649 </p> 2650 </td> 2651<td> 2652 <p> 2653 <span class="red">4.98<br> (643ns)</span> 2654 </p> 2655 </td> 2656<td> 2657 <p> 2658 <span class="blue">1.61<br> (208ns)</span> 2659 </p> 2660 </td> 2661<td> 2662 <p> 2663 <span class="red">2.67<br> (345ns)</span> 2664 </p> 2665 </td> 2666<td> 2667 <p> 2668 <span class="green">1.00<br> (129ns)</span> 2669 </p> 2670 </td> 2671</tr> 2672<tr> 2673<td> 2674 <p> 2675 jacobi_dn 2676 </p> 2677 </td> 2678<td> 2679 <p> 2680 <span class="red">3.64<br> (503ns)</span> 2681 </p> 2682 </td> 2683<td> 2684 <p> 2685 <span class="blue">1.25<br> (173ns)</span> 2686 </p> 2687 </td> 2688<td> 2689 <p> 2690 <span class="red">4.70<br> (648ns)</span> 2691 </p> 2692 </td> 2693<td> 2694 <p> 2695 <span class="blue">1.49<br> (206ns)</span> 2696 </p> 2697 </td> 2698<td> 2699 <p> 2700 <span class="red">2.72<br> (375ns)</span> 2701 </p> 2702 </td> 2703<td> 2704 <p> 2705 <span class="green">1.00<br> (138ns)</span> 2706 </p> 2707 </td> 2708</tr> 2709<tr> 2710<td> 2711 <p> 2712 jacobi_sn 2713 </p> 2714 </td> 2715<td> 2716 <p> 2717 <span class="red">4.99<br> (614ns)</span> 2718 </p> 2719 </td> 2720<td> 2721 <p> 2722 <span class="blue">1.46<br> (180ns)</span> 2723 </p> 2724 </td> 2725<td> 2726 <p> 2727 <span class="red">5.20<br> (640ns)</span> 2728 </p> 2729 </td> 2730<td> 2731 <p> 2732 <span class="blue">1.72<br> (212ns)</span> 2733 </p> 2734 </td> 2735<td> 2736 <p> 2737 <span class="red">2.57<br> (316ns)</span> 2738 </p> 2739 </td> 2740<td> 2741 <p> 2742 <span class="green">1.00<br> (123ns)</span> 2743 </p> 2744 </td> 2745</tr> 2746<tr> 2747<td> 2748 <p> 2749 laguerre 2750 </p> 2751 </td> 2752<td> 2753 <p> 2754 <span class="green">1.11<br> (92ns)</span> 2755 </p> 2756 </td> 2757<td> 2758 <p> 2759 <span class="green">1.08<br> (90ns)</span> 2760 </p> 2761 </td> 2762<td> 2763 <p> 2764 <span class="blue">1.41<br> (117ns)</span> 2765 </p> 2766 </td> 2767<td> 2768 <p> 2769 <span class="green">1.11<br> (92ns)</span> 2770 </p> 2771 </td> 2772<td> 2773 <p> 2774 <span class="green">1.17<br> (97ns)</span> 2775 </p> 2776 </td> 2777<td> 2778 <p> 2779 <span class="green">1.00<br> (83ns)</span> 2780 </p> 2781 </td> 2782</tr> 2783<tr> 2784<td> 2785 <p> 2786 legendre 2787 </p> 2788 </td> 2789<td> 2790 <p> 2791 <span class="green">1.12<br> (282ns)</span> 2792 </p> 2793 </td> 2794<td> 2795 <p> 2796 <span class="green">1.00<br> (251ns)</span> 2797 </p> 2798 </td> 2799<td> 2800 <p> 2801 <span class="blue">1.21<br> (304ns)</span> 2802 </p> 2803 </td> 2804<td> 2805 <p> 2806 <span class="blue">1.30<br> (326ns)</span> 2807 </p> 2808 </td> 2809<td> 2810 <p> 2811 <span class="blue">1.39<br> (349ns)</span> 2812 </p> 2813 </td> 2814<td> 2815 <p> 2816 <span class="green">1.08<br> (270ns)</span> 2817 </p> 2818 </td> 2819</tr> 2820<tr> 2821<td> 2822 <p> 2823 legendre Q 2824 </p> 2825 </td> 2826<td> 2827 <p> 2828 <span class="blue">1.24<br> (390ns)</span> 2829 </p> 2830 </td> 2831<td> 2832 <p> 2833 <span class="green">1.00<br> (314ns)</span> 2834 </p> 2835 </td> 2836<td> 2837 <p> 2838 <span class="blue">1.29<br> (404ns)</span> 2839 </p> 2840 </td> 2841<td> 2842 <p> 2843 <span class="green">1.14<br> (358ns)</span> 2844 </p> 2845 </td> 2846<td> 2847 <p> 2848 <span class="blue">1.42<br> (445ns)</span> 2849 </p> 2850 </td> 2851<td> 2852 <p> 2853 <span class="green">1.11<br> (347ns)</span> 2854 </p> 2855 </td> 2856</tr> 2857<tr> 2858<td> 2859 <p> 2860 lgamma 2861 </p> 2862 </td> 2863<td> 2864 <p> 2865 <span class="red">2.65<br> (265ns)</span> 2866 </p> 2867 </td> 2868<td> 2869 <p> 2870 <span class="green">1.17<br> (117ns)</span> 2871 </p> 2872 </td> 2873<td> 2874 <p> 2875 <span class="red">3.86<br> (386ns)</span> 2876 </p> 2877 </td> 2878<td> 2879 <p> 2880 <span class="blue">1.24<br> (124ns)</span> 2881 </p> 2882 </td> 2883<td> 2884 <p> 2885 <span class="blue">1.90<br> (190ns)</span> 2886 </p> 2887 </td> 2888<td> 2889 <p> 2890 <span class="green">1.00<br> (100ns)</span> 2891 </p> 2892 </td> 2893</tr> 2894<tr> 2895<td> 2896 <p> 2897 log1p 2898 </p> 2899 </td> 2900<td> 2901 <p> 2902 <span class="green">1.11<br> (20ns)</span> 2903 </p> 2904 </td> 2905<td> 2906 <p> 2907 <span class="blue">1.22<br> (22ns)</span> 2908 </p> 2909 </td> 2910<td> 2911 <p> 2912 <span class="green">1.06<br> (19ns)</span> 2913 </p> 2914 </td> 2915<td> 2916 <p> 2917 <span class="green">1.00<br> (18ns)</span> 2918 </p> 2919 </td> 2920<td> 2921 <p> 2922 <span class="green">1.06<br> (19ns)</span> 2923 </p> 2924 </td> 2925<td> 2926 <p> 2927 <span class="green">1.00<br> (18ns)</span> 2928 </p> 2929 </td> 2930</tr> 2931<tr> 2932<td> 2933 <p> 2934 polygamma 2935 </p> 2936 </td> 2937<td> 2938 <p> 2939 <span class="red">16.70<br> (8883ns)</span> 2940 </p> 2941 </td> 2942<td> 2943 <p> 2944 <span class="blue">1.42<br> (756ns)</span> 2945 </p> 2946 </td> 2947<td> 2948 <p> 2949 <span class="red">6.56<br> (3491ns)</span> 2950 </p> 2951 </td> 2952<td> 2953 <p> 2954 <span class="green">1.00<br> (532ns)</span> 2955 </p> 2956 </td> 2957<td> 2958 <p> 2959 <span class="red">7.49<br> (3985ns)</span> 2960 </p> 2961 </td> 2962<td> 2963 <p> 2964 <span class="green">1.05<br> (559ns)</span> 2965 </p> 2966 </td> 2967</tr> 2968<tr> 2969<td> 2970 <p> 2971 sph_bessel 2972 </p> 2973 </td> 2974<td> 2975 <p> 2976 <span class="red">2.36<br> (1122ns)</span> 2977 </p> 2978 </td> 2979<td> 2980 <p> 2981 <span class="blue">1.24<br> (588ns)</span> 2982 </p> 2983 </td> 2984<td> 2985 <p> 2986 <span class="red">3.31<br> (1574ns)</span> 2987 </p> 2988 </td> 2989<td> 2990 <p> 2991 <span class="blue">1.41<br> (673ns)</span> 2992 </p> 2993 </td> 2994<td> 2995 <p> 2996 <span class="red">2.12<br> (1010ns)</span> 2997 </p> 2998 </td> 2999<td> 3000 <p> 3001 <span class="green">1.00<br> (476ns)</span> 3002 </p> 3003 </td> 3004</tr> 3005<tr> 3006<td> 3007 <p> 3008 sph_neumann 3009 </p> 3010 </td> 3011<td> 3012 <p> 3013 <span class="red">3.40<br> (2842ns)</span> 3014 </p> 3015 </td> 3016<td> 3017 <p> 3018 <span class="blue">1.21<br> (1015ns)</span> 3019 </p> 3020 </td> 3021<td> 3022 <p> 3023 <span class="red">3.59<br> (3009ns)</span> 3024 </p> 3025 </td> 3026<td> 3027 <p> 3028 <span class="blue">1.21<br> (1012ns)</span> 3029 </p> 3030 </td> 3031<td> 3032 <p> 3033 <span class="red">3.14<br> (2627ns)</span> 3034 </p> 3035 </td> 3036<td> 3037 <p> 3038 <span class="green">1.00<br> (837ns)</span> 3039 </p> 3040 </td> 3041</tr> 3042<tr> 3043<td> 3044 <p> 3045 tgamma 3046 </p> 3047 </td> 3048<td> 3049 <p> 3050 <span class="red">4.72<br> (472ns)</span> 3051 </p> 3052 </td> 3053<td> 3054 <p> 3055 <span class="blue">1.44<br> (144ns)</span> 3056 </p> 3057 </td> 3058<td> 3059 <p> 3060 <span class="red">5.70<br> (570ns)</span> 3061 </p> 3062 </td> 3063<td> 3064 <p> 3065 <span class="green">1.05<br> (105ns)</span> 3066 </p> 3067 </td> 3068<td> 3069 <p> 3070 <span class="red">2.29<br> (229ns)</span> 3071 </p> 3072 </td> 3073<td> 3074 <p> 3075 <span class="green">1.00<br> (100ns)</span> 3076 </p> 3077 </td> 3078</tr> 3079<tr> 3080<td> 3081 <p> 3082 tgamma (incomplete) 3083 </p> 3084 </td> 3085<td> 3086 <p> 3087 <span class="red">3.28<br> (669ns)</span> 3088 </p> 3089 </td> 3090<td> 3091 <p> 3092 <span class="green">1.13<br> (231ns)</span> 3093 </p> 3094 </td> 3095<td> 3096 <p> 3097 <span class="red">3.88<br> (792ns)</span> 3098 </p> 3099 </td> 3100<td> 3101 <p> 3102 <span class="green">1.14<br> (232ns)</span> 3103 </p> 3104 </td> 3105<td> 3106 <p> 3107 <span class="red">2.21<br> (451ns)</span> 3108 </p> 3109 </td> 3110<td> 3111 <p> 3112 <span class="green">1.00<br> (204ns)</span> 3113 </p> 3114 </td> 3115</tr> 3116<tr> 3117<td> 3118 <p> 3119 trigamma 3120 </p> 3121 </td> 3122<td> 3123 <p> 3124 <span class="red">2.08<br> (25ns)</span> 3125 </p> 3126 </td> 3127<td> 3128 <p> 3129 <span class="green">1.00<br> (12ns)</span> 3130 </p> 3131 </td> 3132<td> 3133 <p> 3134 <span class="red">4.00<br> (48ns)</span> 3135 </p> 3136 </td> 3137<td> 3138 <p> 3139 <span class="blue">1.50<br> (18ns)</span> 3140 </p> 3141 </td> 3142<td> 3143 <p> 3144 <span class="blue">2.00<br> (24ns)</span> 3145 </p> 3146 </td> 3147<td> 3148 <p> 3149 <span class="green">1.08<br> (13ns)</span> 3150 </p> 3151 </td> 3152</tr> 3153<tr> 3154<td> 3155 <p> 3156 zeta 3157 </p> 3158 </td> 3159<td> 3160 <p> 3161 <span class="red">4.21<br> (455ns)</span> 3162 </p> 3163 </td> 3164<td> 3165 <p> 3166 <span class="green">1.00<br> (108ns)</span> 3167 </p> 3168 </td> 3169<td> 3170 <p> 3171 <span class="red">5.77<br> (623ns)</span> 3172 </p> 3173 </td> 3174<td> 3175 <p> 3176 <span class="blue">1.20<br> (130ns)</span> 3177 </p> 3178 </td> 3179<td> 3180 <p> 3181 <span class="red">2.98<br> (322ns)</span> 3182 </p> 3183 </td> 3184<td> 3185 <p> 3186 <span class="green">1.08<br> (117ns)</span> 3187 </p> 3188 </td> 3189</tr> 3190</tbody> 3191</table></div> 3192</div> 3193<br class="table-break"> 3194</div> 3195<table xmlns:rev="http://www.cs.rpi.edu/~gregod/boost/tools/doc/revision" width="100%"><tr> 3196<td align="left"></td> 3197<td align="right"><div class="copyright-footer">Copyright © 2006-2019 Nikhar 3198 Agrawal, Anton Bikineev, Paul A. Bristow, Marco Guazzone, Christopher Kormanyos, 3199 Hubert Holin, Bruno Lalande, John Maddock, Jeremy Murphy, Matthew Pulver, Johan 3200 Råde, Gautam Sewani, Benjamin Sobotta, Nicholas Thompson, Thijs van den Berg, 3201 Daryle Walker and Xiaogang Zhang<p> 3202 Distributed under the Boost Software License, Version 1.0. (See accompanying 3203 file LICENSE_1_0.txt or copy at <a href="http://www.boost.org/LICENSE_1_0.txt" target="_top">http://www.boost.org/LICENSE_1_0.txt</a>) 3204 </p> 3205</div></td> 3206</tr></table> 3207<hr> 3208<div class="spirit-nav"> 3209<a accesskey="p" href="tuning.html"><img src="../../../../../doc/src/images/prev.png" alt="Prev"></a><a accesskey="u" href="../perf.html"><img src="../../../../../doc/src/images/up.png" alt="Up"></a><a accesskey="h" href="../index.html"><img src="../../../../../doc/src/images/home.png" alt="Home"></a><a accesskey="n" href="comparisons.html"><img src="../../../../../doc/src/images/next.png" alt="Next"></a> 3210</div> 3211</body> 3212</html> 3213
