X-Git-Url: http://nsz.repo.hu/git/?a=blobdiff_plain;f=src%2Fmath%2Fcrlibm%2Flog10.h;h=cb6d2715d78b929cea62c43a086c5751e4d39cfe;hb=e940a4375097025e2a2e8110496d5f471adda293;hp=937ac8be901ed9541e38e98d943613da5e0d6abd;hpb=f9d17902a35b6403b7c8354845e9f13f882c1c8e;p=libc-test diff --git a/src/math/crlibm/log10.h b/src/math/crlibm/log10.h index 937ac8b..cb6d271 100644 --- a/src/math/crlibm/log10.h +++ b/src/math/crlibm/log10.h @@ -3,12 +3,12 @@ // This file is part of crlibm and is distributed under the GNU Public Licence // See file COPYING for details // The following lines are either comments (beginning with a #) -// or give +// or give // 1/ a rounding mode : RN|RU|RD|RZ (crlibm syntax) or N|P|M|Z (libmcr syntax) // 2/ The high and low hexadecimal halves of an input // 3/ The high and low hexadecimal halves of the expected corresponding output -// Test all positive integer powers of 10 for exponents (to 10) from 0 to 25 -// especially in the directed rounding modes +// Test all positive integer powers of 10 for exponents (to 10) from 0 to 25 +// especially in the directed rounding modes // (testing exponents 0 to 17 should suffice in fact) T(RN, 0x1p+0, 0x0p+0, 0x0p+0, 0) T(RU, 0x1p+0, 0x0p+0, 0x0p+0, 0) @@ -103,21 +103,21 @@ T(RU, 0x1.0f0cf064dd592p+73, 0x1.6p+4, 0x0p+0, 0) T(RD, 0x1.0f0cf064dd592p+73, 0x1.6p+4, 0x0p+0, 0) T(RZ, 0x1.0f0cf064dd592p+73, 0x1.6p+4, 0x0p+0, 0) T(RN, 0x1.52d02c7e14af6p+76, 0x1.7p+4, 0x1.5004e2p-7, INEXACT) -T(RU, 0x1.52d02c7e14af6p+76, 0x1.7p+4, 0x1.5004e4p-7, INEXACT) -T(RD, 0x1.52d02c7e14af6p+76, 0x1.6ffffffffffffp+4, -0x1.fabfeep-1, INEXACT) +T(RU, 0x1.52d02c7e14af6p+76, 0x1.7p+4, 0x1.5004e2p-7, INEXACT) +T(RD, 0x1.52d02c7e14af6p+76, 0x1.6ffffffffffffp+4, -0x1.fabfecp-1, INEXACT) T(RZ, 0x1.52d02c7e14af6p+76, 0x1.6ffffffffffffp+4, -0x1.fabfecp-1, INEXACT) T(RN, 0x1.a784379d99db4p+79, 0x1.8p+4, 0x1.0cd0b6p-9, INEXACT) T(RU, 0x1.a784379d99db4p+79, 0x1.8p+4, 0x1.0cd0b6p-9, INEXACT) T(RD, 0x1.a784379d99db4p+79, 0x1.7ffffffffffffp+4, -0x1.fef33p-1, INEXACT) -T(RZ, 0x1.a784379d99db4p+79, 0x1.7ffffffffffffp+4, -0x1.fef32ep-1, INEXACT) +T(RZ, 0x1.a784379d99db4p+79, 0x1.7ffffffffffffp+4, -0x1.fef33p-1, INEXACT) T(RN, 0x1.08b2a2c280291p+83, 0x1.9p+4, -0x1.6ae68ep-7, INEXACT) T(RU, 0x1.08b2a2c280291p+83, 0x1.9000000000001p+4, 0x1.fa5466p-1, INEXACT) -T(RD, 0x1.08b2a2c280291p+83, 0x1.9p+4, -0x1.6ae69p-7, INEXACT) +T(RD, 0x1.08b2a2c280291p+83, 0x1.9p+4, -0x1.6ae68ep-7, INEXACT) T(RZ, 0x1.08b2a2c280291p+83, 0x1.9p+4, -0x1.6ae68ep-7, INEXACT) // The very worst case T(RN, 0x1.e12d66744ff81p+429, 0x1.02d4f53729e45p+7, 0x1p-1, INEXACT) T(RU, 0x1.e12d66744ff81p+429, 0x1.02d4f53729e45p+7, 0x1p-1, INEXACT) -T(RD, 0x1.e12d66744ff81p+429, 0x1.02d4f53729e44p+7, -0x1.000002p-1, INEXACT) +T(RD, 0x1.e12d66744ff81p+429, 0x1.02d4f53729e44p+7, -0x1p-1, INEXACT) T(RZ, 0x1.e12d66744ff81p+429, 0x1.02d4f53729e44p+7, -0x1p-1, INEXACT) T(RN, 0x1.ce41d8fa665fap+4, 0x1.75f49c6ad3badp+0, -0x1.46p-68, INEXACT) T(RU, 0x1.ce41d8fa665fap+4, 0x1.75f49c6ad3baep+0, 0x1p+0, INEXACT) @@ -128,7 +128,7 @@ T(RZ, 0x1.ce41d8fa665fap+4, 0x1.75f49c6ad3badp+0, -0x1.46p-68, INEXACT // These worst cases have been selected thanks to the filterlists 5 script // If you want the full list please contact Jean-Michel Muller T(RN, 0x1.62410eb7b7e1p-1, -0x1.479681c44dd78p-3, -0x1p-1, INEXACT) // 6.919025992646670175645340350457e-01 -T(RZ, 0x1.2a8e6c238a22ep-1, -0x1.dfbb24b4d439dp-3, 0x1.fffffep-1, INEXACT) // 5.831178468116087199035746380105e-01 +T(RZ, 0x1.2a8e6c238a22ep-1, -0x1.dfbb24b4d439dp-3, 0x1p+0, INEXACT) // 5.831178468116087199035746380105e-01 T(RN, 0x1.b0cf736f1ae1dp-1, -0x1.2ae5057cd8c44p-4, 0x1p-1, INEXACT) // 8.453327248693686124525470404478e-01 T(RN, 0x1.89825f74aa6b7p+0, 0x1.7e646f3fab0d1p-3, 0x1p-1, INEXACT) // 1.537145582182729119935515882389e+00 T(RN, 0x1.1705af708c532p+2, 0x1.476724bcf05c3p-1, 0x1p-1, INEXACT) // 4.359722003851219440662134729791e+00 @@ -137,7 +137,7 @@ T(RN, 0x1.09732bc3fb6fp+3, 0x1.d67138d8e1fabp-1, 0x1p-1, INEXACT T(RN, 0x1.819598b70b769p+1, 0x1.ea673c9a0bc62p-2, -0x1p-1, INEXACT) // 3.012377824189503616736374169705e+00 T(RN, 0x1.96c0b463d632ep+3, 0x1.1aab931fc4a83p+0, 0x1p-1, INEXACT) // 1.271102351664884722026727104094e+01 T(RZ, 0x1.3ba0e5e7c603dp+4, 0x1.4b88ce4490878p+0, -0x1.f0e37cp-53, INEXACT) // 1.972678175484201190670319192577e+01 -T(RZ, 0x1.f60165d5bc3e1p+5, 0x1.cc30b915ec8c3p+0, -0x1.fffffep-1, INEXACT) // 6.275068251591415702250742469914e+01 +T(RZ, 0x1.f60165d5bc3e1p+5, 0x1.cc30b915ec8c3p+0, -0x1p+0, INEXACT) // 6.275068251591415702250742469914e+01 T(RN, 0x1.0214115c6897ep+7, 0x1.0e2c2079f4791p+1, -0x1p-1, INEXACT) // 1.290391949536969491418858524412e+02 T(RN, 0x1.e5b46cc566c89p+7, 0x1.3152e63907254p+1, -0x1p-1, INEXACT) // 2.428523923576324534678860800341e+02 T(RN, 0x1.13aedb3538379p+12, 0x1.d27ff5ae16374p+1, -0x1p-1, INEXACT) // 4.410928517551038567034993320704e+03 @@ -158,7 +158,7 @@ T(RZ, 0x1.00ecbfe1c7e24p+226, 0x1.10232b5bc1921p+6, -0x1.34878p-58, INEXACT T(RZ, 0x1.01db5ea232cccp+265, 0x1.3f1ab6b9840dp+6, -0x1.6b55p-58, INEXACT) // 5.971558130181310987237296921284e+79 T(RN, 0x1.aa8cce883305bp+313, 0x1.79c6c70a21751p+6, 0x1p-1, INEXACT) // 2.780472798533127667532607272298e+94 T(RN, 0x1.6848181b7571cp+318, 0x1.7f80f69d57adep+6, -0x1p-1, INEXACT) // 7.515203759795911185316596929209e+95 -T(RZ, 0x1.f5b55de961a8ep+541, 0x1.464c8348af949p+7, -0x1.fffffep-1, INEXACT) // 1.410714456596528386795551901832e+163 +T(RZ, 0x1.f5b55de961a8ep+541, 0x1.464c8348af949p+7, -0x1p+0, INEXACT) // 1.410714456596528386795551901832e+163 T(RN, 0x1.4d0f00313488cp+576, 0x1.5b03deaa9abb2p+7, -0x1p-1, INEXACT) // 3.217793610610951495377196763253e+173 T(RN, 0x1.3e238630d4b3bp+581, 0x1.5dfc50d1ef669p+7, 0x1p-1, INEXACT) // 9.835673600325649497978919582662e+174 T(RZ, 0x1.061d60c2c0093p+803, 0x1.e379845eaa774p+7, -0x1.838ap-59, INEXACT) // 5.461828085706753538145251018537e+241