Index
$#! · 0-9 ·
A ·
B ·
C ·
D ·
E ·
F ·
G · H ·
I · J · K ·
L ·
M ·
N ·
O ·
P ·
Q ·
R ·
S ·
T · U ·
V · W · X · Y ·
Z $#! | |
| )SchemeNumber.fn.gcd(nSchemeNumber.fn.lcm(nSchemeNumber.fn.max(x,xSchemeNumber.fn.min(x,xSchemeNumber.fn[">"](x,x,xSchemeNumber.fn[">="](x,x,xSchemeNumber.fn["<"](x,x,xSchemeNumber.fn["<="](x,x,xSchemeNumber.fn["*"](zSchemeNumber.fn["+"](zSchemeNumber.fn["-"](z1,z2SchemeNumber.fn["/"](z1,z2SchemeNumber.fn["="](z,z,z |
| _0, BigInteger |
| _1, BigInteger |
A | |
| abs, BigInteger |
| abs(x), SchemeNumber.fn |
| acos(z), SchemeNumber.fn |
| add, BigInteger |
| angle(z), SchemeNumber.fn |
| asin(z), SchemeNumber.fn |
| atan(y,x), SchemeNumber.fn |
| atan(z), SchemeNumber.fn |
B | |
| BigInteger |
| biginteger.js |
C | |
| ceiling(x), SchemeNumber.fn |
| compare, BigInteger |
| compareAbs, BigInteger |
| Constants, BigInteger |
| cos(z), SchemeNumber.fn |
D | |
% | DATA |
| denominator(q), SchemeNumber.fn |
| div(x,y), SchemeNumber.fn |
| div0(x,y), SchemeNumber.fn |
| divide, BigInteger |
| divRem, BigInteger |
E | |
| epilog_js |
| exact(z), SchemeNumber.fn |
| exp(z), SchemeNumber.fn |
| exp10, BigInteger |
| expt(z1,z2), SchemeNumber.fn |
F | |
| floor(x), SchemeNumber.fn |
| fn, SchemeNumber |
| fn["-"](z), SchemeNumber |
| fn["/"](z), SchemeNumber |
| fn["complex?"](obj), SchemeNumber |
| fn["div-and-mod"](x,y), SchemeNumber |
| fn["div0-and-mod0"](x,y), SchemeNumber |
| fn["eqv?"](obj1,obj2), SchemeNumber |
| fn["even?"](n), SchemeNumber |
| fn["exact-integer-sqrt"](k), SchemeNumber |
| fn["exact?"](z), SchemeNumber |
| fn["finite?"](x), SchemeNumber |
| fn["imag-part"](z), SchemeNumber |
| fn["inexact?"](z), SchemeNumber |
| fn["infinite?"](x), SchemeNumber |
| fn["integer-valued?"](obj), SchemeNumber |
| fn["integer?"](obj), SchemeNumber |
| fn["make-polar"](r,theta), SchemeNumber |
| fn["make-rectangular"](x,y), SchemeNumber |
| fn["nan?"](x), SchemeNumber |
| fn["negative?"](x), SchemeNumber |
| fn["number?"](obj), SchemeNumber |
| fn["odd?"](n), SchemeNumber |
| fn["positive?"](x), SchemeNumber |
| fn["rational-valued?"](obj), SchemeNumber |
| fn["rational?"](obj), SchemeNumber |
| fn["real-part"](z), SchemeNumber |
| fn["real-valued?"](obj), SchemeNumber |
| fn["real?"](obj), SchemeNumber |
| fn["zero?"](z), SchemeNumber |
| Function list, SchemeNumber |
| Functions |
G | |
| gen |
| gen-test.pl |
| gen_all |
| gen_js |
| gen_scheme |
I | |
| inexact(z), SchemeNumber.fn |
| isEven, BigInteger |
| isNegative, BigInteger |
| isOdd, BigInteger |
| isPositive, BigInteger |
| isUnit, BigInteger |
| isZero, BigInteger |
L | |
$ | lang |
| log, BigInteger |
| log(z), SchemeNumber.fn |
| log(z1,z2), SchemeNumber.fn |
M | |
| M_ONE, BigInteger |
| magnitude(z), SchemeNumber.fn |
| MAX_EXP, BigInteger |
| maxIntegerDigits, SchemeNumber |
| mod(x,y), SchemeNumber.fn |
| mod0(x,y), SchemeNumber.fn |
| modPow, BigInteger |
| multiply, BigInteger |
N | |
| negate, BigInteger |
| next, BigInteger |
| number”](string), SchemeNumber.fn[“string |
| number”](string,radix), SchemeNumber.fn[“string |
| numerator(q), SchemeNumber.fn |
O | |
| ONE, BigInteger |