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Re^19: supporting quads on 32 bit Perl

by bulk88 (Priest)
on Jun 04, 2012 at 13:57 UTC ( #974296=note: print w/ replies, xml ) Need Help??


in reply to Re^18: supporting quads on 32 bit Perl
in thread supporting quads on 32 bit Perl

0.22 from CPAN will not compile. All the errors follow the same format.

Int64.xs(974) : error C2275: 'int64_t' : illegal use of this type as a +n expressi on Int64.xs(22) : see declaration of 'int64_t'
Given this XS code
SV *mi64_right(self, other, rev = &PL_sv_no) SV *self SV *other SV *rev CODE: int64_t a; uint64_t b; if (SvTRUE(rev)) { a = SvI64(aTHX_ other); b = SvU64x(self); } else { a = SvI64x(self); b = SvU64(aTHX_ other); }
which produces this C code
XS(XS_Math__Int64__right); /* prototype to pass -Wmissing-prototypes * +/ XS(XS_Math__Int64__right) { #ifdef dVAR dVAR; dXSARGS; #else dXSARGS; #endif if (items < 2 || items > 3) croak_xs_usage(cv, "self, other, rev = &PL_sv_no"); { SV * self = ST(0); SV * other = ST(1); SV * rev; SV * RETVAL; if (items < 3) rev = &PL_sv_no; else { rev = ST(2); } #line 974 "Int64.xs" int64_t a; uint64_t b; if (SvTRUE(rev)) { a = SvI64(aTHX_ other); b = SvU64x(self); } else { a = SvI64x(self); b = SvU64(aTHX_ other); }
The error is obvious. You need to use PREINIT. Never rely on typemap entries being 1 liners and initialization not being deferred by XSPP. You can open new blocks, create new C autos, and run 1/4 page of code from a typemap entry. You can even run perl code to generate the type entry in the XS sub. For example to get accept a reference and its target.
T_REFANDSV ".(unshift(@line, ( 'PREINIT:', ' SV * '.$var.'Ref;', 'INPUT:')),''). "${\$var}Ref = $arg; if (SvROK(${\$var}Ref)) $var = (SV*)SvRV(${\$var}Ref); else Perl_croak(aTHX_ \"%s: %s is not a reference\", ${$ALIAS?\q[GvNAME(CvGV(cv))]:\qq[\"$pname\"]}, \"$var\");


Comment on Re^19: supporting quads on 32 bit Perl
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Re^20: supporting quads on 32 bit Perl
by salva (Monsignor) on Jun 04, 2012 at 14:45 UTC
    0.23 is out.

    This time I have compiled it with gcc -pedantic -std=c89 and removed all the nonstandard constructions...

      I just tried 0.23 from CPAN. Math::Int64 doesn't croak when called by Test::More after a test failed anymore. Compiled without errors. I used it in my module and write a small test suite that uses Math::Int64 without any problems. I did fail a test from Math::Int64 though.
      Microsoft (R) Program Maintenance Utility Version 7.10.3077 Copyright (C) Microsoft Corporation. All rights reserved. C:\perl512\bin\perl.exe "-MExtUtils::Command::MM" "-e" "test_h +arness(0, 'blib\lib', 'blib\arch')" t/*.t t/as_int64.t ............ ok t/die_on_overflow.t ..... ok t/Math-Int64-Native.t ... ok t/Math-Int64.t .......... ok t/Math-UInt64-Native.t .. ok t/Math-UInt64.t ......... ok t/MSC.t ................. 1/3 # Failed test 'uint64 to NV conversion 3' # at t/MSC.t line 15. # Looks like you failed 1 test of 3. t/MSC.t ................. Dubious, test returned 1 (wstat 256, 0x100) Failed 1/3 subtests t/pods.t ................ skipped: Only the author needs to check that + POD docs are right Test Summary Report ------------------- t/MSC.t (Wstat: 256 Tests: 3 Failed: 1) Failed test: 3 Non-zero exit status: 1 Files=8, Tests=256, 1 wallclock secs ( 0.24 usr + 0.02 sys = 0.25 C +PU) Result: FAIL Failed 1/8 test programs. 1/256 subtests failed. NMAKE : fatal error U1077: 'C:\perl512\bin\perl.exe' : return code '0x +ff' Stop. C:\Documents and Settings\Owner\Desktop\cpan libs\Math-Int64-0.23> C:\Documents and Settings\Owner\Desktop\cpan libs\Math-Int64-0.23>perl + ./t/MSC.t 1..3 ok 1 - uint64 to NV conversion ok 2 - uint64 to NV conversion 2 not ok 3 - uint64 to NV conversion 3 # Failed test 'uint64 to NV conversion 3' # at ./t/MSC.t line 15. # Looks like you failed 1 test of 3. C:\Documents and Settings\Owner\Desktop\cpan libs\Math-Int64-0.23>
      I'll try to update this node soon on what I think about the failed test XS wise if your not faster than me in fixing it.

      edit: given this XS Func
      void TwoSVs( one, two ) SV * one SV * two PPCODE: 0;
      called as
      my $u = string_to_uint64('0xff00_0000_0000_0000'); Dump($u); my $nv = uint64_to_number($u); Dump($nv); Local::XS::TwoSVs($u, $nv);
      which showed
      SV = IV(0xb04240) at 0xb04244 REFCNT = 1 FLAGS = (PADMY,ROK) RV = 0x397e8c SV = PVMG(0x8eaf6c) at 0x397e8c REFCNT = 1 FLAGS = (OBJECT,NOK,OVERLOAD,pNOK) IV = 0 NV = -5.48612406879369e+303 PV = 0 STASH = 0x8616cc "Math::UInt64" SV = NV(0x86ab0c) at 0x82bd0c REFCNT = 1 FLAGS = (PADMY,NOK,pNOK) NV = 1.83746864796716e+019
      $u's &($u->sv_u.svu_rv->sv_any->xnv_u) in raw memory is
      0x008EAF6C 00 00 00 00 00 00 00 ff
      $nv's &($nv->sv_any->xnv_u) in raw memory is
      0x0086AB0C 00 00 00 00 00 e0 ef 43
      ok lets try this
      my $u = string_to_uint64('0xff00_0000_0000_0000'); my $nv = uint64_to_number($u); print "nv $nv u $u \n\n";
      result is
      nv 1.83746864796716e+019 u 18374686479671623680
      IDK how many floating point digits are supposed to be shown. VS debugger says the NV slot in the SVNV is "1.8374686479671624e+019".
      (__int64 *)&(two->sv_any->xnv_u)
      == 0x43efe00000000000
      == 100001111101111111000000000000000000000000000000000000000000000
      chop off sign bit
      00001111101111111000000000000000000000000000000000000000000000
      chop off exponent (11 bits)
      111111000000000000000000000000000000000000000000000
      == 0x7E00000000000
      0x7E00000000000 2 216 615 441 596 416 unsigned __int64
      IDK. I'm not a math person.
      (two->sv_any->xnv_u.xnv_nv) > (2^53) true bool
      my $u = string_to_uint64('0xff00_0000_0000_0000'); my $nv = uint64_to_number($u);
      0xff00_0000_0000_0000 is more than 2^53, it can't be held in a NV cleanly.
      0xff00000000000000 > (2^53) true bool
      I don't have an infinite precision calc on hand, but 0xFF would be 64-8=56. Doubles store integers upto 2^53. There even is a Perl C const just for this, win32/config_H.vc#l4320 in perl.git.
        0x43efe00000000000 is 0100001111101111111000000000000000000000000000000000000000000000 (you were missing the first 0 bit).

        Removing the sign bit and the exponent and prepending the implicit 1., results in 1.1111111000000000000000000000000000000000000000000000. So the number is 0b1.1111111 * 2** (0b10000111110 - 1023) = 0b1.1111111 * 2 ** 63 = 0xff00_0000_0000_0000. The number can be represented precisely as an NV because its last bits are zero.

        The problem seems related to the MS compiler not converting correctly between NVs and uint64.

        Could you try the current GitHub version and post here the output from MSC.t?

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