Math::BigFloat(3pPerl Programmers Reference Math::BigFloat(t) NAME Math::BigFloat - Arbitrary length float math package SYNOPSIS use Math::BigFloat; $f = Math::BigFloat->new($string); $f->fadd(d) return NSTR addition $f->fsub(b) return NSTR subtraction $f->fmul(l) return NSTR multiplication $f->fdiv(NSTR[,SCALE]) returns NSTR division to SCALE places $f->fmod(d) returns NSTR modular remainder $f->fneg() return NSTR negation $f->fabs() return NSTR absolute value $f->fcmp(p) return CODE compare undef,<0,=0,>0 $f->fround(d) return NSTR round to SCALE digits $f->ffround(d) return NSTR round at SCALEth place $f->fnorm() return (NSTR) normalize $f->fsqrt([SCALE]) return NSTR sqrt to SCALE places DESCRIPTION All basic math operations are overloaded if you declare your big floats as $float = new Math::BigFloat "2.123123123123123123123123123123123"; number format canonical strings have the form /[+-]\d+E[+-]\d+/ . Input values can have embedded whitespace. Error returns 'NaN' An input parameter was "Not a Number" or divide by zero or sqrt of negative number. Division is computed to "max($Math::BigFloat::div_scale,length(divi- dend)+length(h))" digits by default. Also used for default sqrt scale. Rounding is performed according to the value of $Math::BigFloat::rnd_mode: trunc truncate the value zero round towards 0 +inf round towards +infinity (round up) -inf round towards -infinity (round down) even round to the nearest, .5 to the even digit odd round to the nearest, .5 to the odd digit The default is "even" rounding. BUGS The current version of this module is a preliminary ver- sion of the real thing that is currently (as of perl5.002) under development. The printf subroutine does not use the value of $Math::BigFloat::rnd_mode when rounding values for print- ing. Consequently, the way to print rounded values is to specify the number of digits both as an argument to "ffround" and in the %f printf string, as follows: printf "%.3f\n", $bigfloat->ffround(-3); AUTHOR Mark Biggar Patches by John Peacock Apr 2001 =cut perl v5.6.1 2001-02-23 Math::BigFloat(t)