Math::BigInt(3)

NNAAMMEE
       Math::BigInt - Arbitrary size integer math package

SSYYNNOOPPSSIISS
         use Math::BigInt;
         $i = Math::BigInt->new($string);

         $i->bneg return BINT               negation
         $i->babs return BINT               absolute value
         $i->bcmp(BINT) return CODE         compare numbers (undef,<0,=0,>0)
         $i->badd(BINT) return BINT         addition
         $i->bsub(BINT) return BINT         subtraction
         $i->bmul(BINT) return BINT         multiplication
         $i->bdiv(BINT) return (BINT,BINT)  division (quo,rem) just quo if scalar
         $i->bmod(BINT) return BINT         modulus
         $i->bgcd(BINT) return BINT         greatest common divisor
         $i->bnorm return BINT              normalization

DDEESSCCRRIIPPTTIIOONN
       All basic math operations are overloaded if you declare
       your big integers as

         $i = new Math::BigInt '123 456 789 123 456 789';

       Canonical notation
         Big integer value are strings of the form /^[+-]\d+$/
         with leading zeros suppressed.

       Input
         Input values to these routines may be strings of the
         form /^\s*[+-]?[\d\s]+$/.

       Output
         Output values always always in canonical form

       Actual math is done in an internal format consisting of an
       array whose first element is the sign (/^[+-]$/) and whose
       remaining elements are base 100000 digits with the least
       significant digit first.  The string 'NaN' is used to
       represent the result when input arguments are not numbers,
       as well as the result of dividing by zero.

EEXXAAMMPPLLEESS
          '+0'                            canonical zero value
          '   -123 123 123'               canonical value '-123123123'
          '1 23 456 7890'                 canonical value '+1234567890'

BBUUGGSS
       The current version of this module is a preliminary
       version of the real thing that is currently (as of
       perl5.002) under development.

AAUUTTHHOORR
       Mark Biggar, overloaded interface by Ilya Zakharevich.