PNG  IHDR* pHYs+ IDATx]n#; cdLb Ǚ[at¤_:uP}>!Usă cag޿ ֵNu`ݼTâabO7uL&y^wFٝA"l[|ŲHLN밪4*sG3|Dv}?+y߉{OuOAt4Jj.u]Gz*҉sP'VQKbA1u\`& Af;HWj hsO;ogTu uj7S3/QzUr&wS`M$X_L7r2;aE+ώ%vikDA:dR+%KzƉo>eOth$z%: :{WwaQ:wz%4foɹE[9<]#ERINƻv溂E%P1i01 |Jvҗ&{b?9g=^wζXn/lK::90KwrюO\!ջ3uzuGv^;騢wq<Iatv09:tt~hEG`v;3@MNZD.1]L:{ծI3`L(÷ba")Y.iljCɄae#I"1 `3*Bdz>j<fU40⨬%O$3cGt]j%Fߠ_twJ;ABU8vP3uEԑwQ V:h%))LfraqX-ۿX]v-\9I gl8tzX ]ecm)-cgʒ#Uw=Wlێn(0hPP/ӨtQ“&J35 $=]r1{tLuǮ*i0_;NƝ8;-vݏr8+U-kruȕYr0RnC]*ެ(M:]gE;{]tg(#ZJ9y>utRDRMdr9㪩̞zֹb<ģ&wzJM"iI( .ꮅX)Qw:9,i좜\Ԛi7&N0:asϓc];=ΗOӣ APqz93 y $)A*kVHZwBƺnWNaby>XMN*45~ղM6Nvm;A=jֲ.~1}(9`KJ/V F9[=`~[;sRuk]rєT!)iQO)Y$V ی ۤmzWz5IM Zb )ˆC`6 rRa}qNmUfDsWuˤV{ Pݝ'=Kֳbg,UҘVz2ﴻnjNgBb{? ߮tcsͻQuxVCIY۠:(V뺕 ٥2;t`@Fo{Z9`;]wMzU~%UA蛚dI vGq\r82iu +St`cR.6U/M9IENDB`The following list is not up to date: See also various .pm files. General: * Copy on write (helps for $x = -$x; cases etc) (seems to make it slower :/ * run config() and die_on_nan() tests under Subclass.pm Math::BigFloat: * finish upgrading and downgrading * ! bround()/bfround(): some bugs may lurk in there * accuracy() & precision() maybe not finished (bnorm() in every op, testcases) * do not reduce numbers in new(), rather do it in anything that outputs it like bsstr(), bstr(), mantissa(), exponent() and parts(). Reducing the number after each op is slow with a binary core math lib like BitVect. * add bfract() that returns just the fractional part? * tests for frsft() and flsft() with $n != 2 * blog() is still quite slow for non-integer results. See if we can reuse the integer calculation somehow * finish broot() by using different algorithm Math::BigInt: * finish 'upgrade' * remove rounding overhead when no rounding is done, e.g. no $object has A nor P and neither of bround(), bround(), accuracy() or precision() was called * bround() is only used by MBF for -$scale = -$len, anyway. POD is wrong for this, too * overload of cos()/sin()/exp()/atan2() is too DWIM (should return BigInt or BigFloat, not scalar) - also document it * +5 % 0 or -5 % 0 == NaN (should it be something else?) * certain shortcuts returning bzero(), bone() etc may not set the requested rounding parameters, so that $x->foo($y,$a,$p,$r) may return $x without a set $a or $p, thus failing later on: use Test; BEGIN { plan tests => 1; } use Math::BigInt; $x = Math::BigInt->bone(); $x->bsqrt(3,0,'odd'); # $x = 0, but _a is not 3! ok ($x + '12345','12300'); # fails (12346 instead of 12300) The shortcuts in code that return $x->bzero() or similar things need to do $x->bzero($a,$p); and this needs tests. Update: Should now work for most things. Check for completeness. Given the fact that we are be able to plug-in a much faster core-lib, the following are pretty much ultra-low-priority: Math::BigInt::Calc: * look at div() for more speed (I have the hunch that the general _div() routine does way too much work for normal div (e.g. when we don't need the reminder). A simplified version could take care of this. * alternative mul() method using shifts * implement in Calc (and GMP etc) to calculate band(), bior(), bxor() for negative inputs (_signed_or() etc) * _root() doesn't scale too well Please send me test-reports, your experiences with this and your ideas - I love to hear about my work!