fixnum

Vocabulary

math

Class description

The class of fixnums, which are fixed-width integers small enough to fit in a machine cell. Because they are not heap-allocated, fixnums do not have object identity. Equality of tagged pointer bit patterns is actually value equality for fixnums.

Definition

IN: math

BUILTIN: fixnum ;

Methods

USING: kernel.private math math.bitwise.private ;

M: fixnum (bit-count) fixnum-bit-count { fixnum } declare ;
    inline


USING: bootstrap.image.private kernel math ;

M: fixnum (eql?) eq? ;


USING: kernel.private math math.functions.integer-logs.private ;

M: fixnum (integer-log10)
    fixnum-integer-log10 { fixnum } declare ; inline


USING: kernel.private math math.integers.private math.private ;

M: fixnum (log2) fixnum-log2 { fixnum } declare ; inline


USING: kernel math math.parser.private sbufs sequences ;

M: fixnum (positive>dec)
    1 over (count-digits) <sbuf> (fixnum>dec) "" like
    reverse! nip ; inline


USING: math random.private ;

M: fixnum (random-integer) random-integer-loop ;


USING: math math.private ;

M: fixnum * fixnum* ; inline


USING: math math.private ;

M: fixnum + fixnum+ ; inline


USING: math math.private ;

M: fixnum - fixnum- ; inline


USING: kernel kernel.private math math.integers.private ;

M: fixnum /f
    { fixnum fixnum } declare 2dup
    [ abs bignum/f-threshold >= ] either?
    [ bignum/f ] [ fixnum/f ] if ; inline


USING: math math.private ;

M: fixnum /i fixnum/i ; inline


USING: math math.private ;

M: fixnum /mod fixnum/mod ; inline


USING: math math.private ;

M: fixnum < fixnum< ; inline


USING: math math.private ;

M: fixnum <= fixnum<= ; inline


USING: math math.private ;

M: fixnum > fixnum> ; inline


USING: math math.private ;

M: fixnum >= fixnum>= ; inline


USING: arrays asn1 kernel math pack sequences ;

M: fixnum >ber
    >128-ber dup length 2 swap 2array "cc" pack-native
    B{ } prepend-as ;


USING: math math.private ;

M: fixnum >bignum fixnum>bignum ; inline


USING: math ;

M: fixnum >fixnum ; inline


USING: math math.private ;

M: fixnum >float fixnum>float ; inline


USING: math ;

M: fixnum >integer ; inline


USING: math python python.errors python.ffi ;

M: fixnum >py PyLong_FromLong check-new-ref ;


USING: math math.functions.private ;

M: fixnum ^n (^n) ;


USING: math math.integers.private ;

M: fixnum bit? integer>fixnum-strict fixnum-bit? ; inline


USING: math math.private ;

M: fixnum bitand fixnum-bitand ; inline


USING: math math.private ;

M: fixnum bitnot fixnum-bitnot ; inline


USING: math math.private ;

M: fixnum bitor fixnum-bitor ; inline


USING: math math.private ;

M: fixnum bitxor fixnum-bitxor ; inline


USING: compiler.tree.propagation.info kernel math ;

M: fixnum eql? eq? ;


USING: kernel math math.private ;

M: fixnum equal?
    over bignum? [ >bignum bignum= ] [ 2drop f ] if ; inline


USING: elevate.private kernel math ;

M: fixnum failed-process? -1 = ;


USING: kernel math ;

M: fixnum hashcode* nip ; inline


USING: math ;

M: fixnum integer>fixnum ; inline


USING: math ;

M: fixnum integer>fixnum-strict ; inline


USING: generic kernel math math.integers.private math.order ;

M: fixnum max
    over fixnum?
    [ fixnum-max ] [ M\ fixnum max (call-next-method) ] if ;
    inline


USING: generic kernel math math.integers.private math.order ;

M: fixnum min
    over fixnum?
    [ fixnum-min ] [ M\ fixnum min (call-next-method) ] if ;
    inline


USING: math math.private ;

M: fixnum mod fixnum-mod ; inline


USING: combinators generic math namespaces tools.deploy.test.7 ;

M: fixnum my-generic
    M\ fixnum my-generic (call-next-method)
    my-var get ( a -- b ) call-effect ;


USING: kernel math ;

M: fixnum number= eq? ; inline


USING: bootstrap.image.private kernel layouts math math.order ;

M: fixnum prepare-object
    dup bootstrap-most-negative-fixnum
    bootstrap-most-positive-fixnum between?
    [ tag-fixnum ] [ >bignum prepare-object ] if ;


USING: kernel.private math math.order.private ;

M: fixnum real<=> { fixnum fixnum } declare (real<=>) ; inline


USING: math math.private ;

M: fixnum shift integer>fixnum fixnum-shift ; inline


USING: math math.private ;

M: fixnum simple-gcd fixnum-gcd ; inline


USING: kernel layouts math math.cardinality ;

M: fixnum trailing-zeros
    [ fixnum-bits ]
    [ 0 [ over even? ] [ [ 2/ ] [ 1 + ] bi* ] while nip ]
    if-zero ;


USING: math math.private ;

M: fixnum u< fixnum< ; inline


USING: math math.private ;

M: fixnum u<= fixnum<= ; inline


USING: math math.private ;

M: fixnum u> fixnum> ; inline


USING: math math.private ;

M: fixnum u>= fixnum>= ; inline

This documentation was generated offline from a load-all image. If you want, you can also browse the documentation from within the UI developer tools. See the Factor website for more information.

Factor 0.99 x86.64 (2168, heads/master-c0150244ae, Jun 20 2022 14:04:16)