! Copyright (C) 2004, 2011 Slava Pestov. ! See http://factorcode.org/license.txt for BSD license. USING: accessors assocs classes classes.algebra classes.algebra.private classes.builtin classes.private combinators definitions kernel kernel.private math math.private quotations sequences sets words ; IN: classes.union PREDICATE: union-class < class "metaclass" word-prop union-class eq? ; type 2^ bitor ] assoc-each ; : empty-union-predicate-quot ( class -- quot ) drop [ drop f ] ; : fast-union-predicate-quot ( class -- quot ) fast-union-mask 1quotation [ tag 1 swap fixnum-shift-fast ] [ fixnum-bitand 0 eq? not ] surround ; : slow-union-predicate-quot ( class -- quot ) class-members [ predicate-def ] map unclip swap [ [ dup ] prepend [ drop t ] ] { } map>assoc alist>quot ; : union-predicate-quot ( class -- quot ) { { [ dup class-members empty? ] [ empty-union-predicate-quot ] } { [ dup union-of-builtins? ] [ fast-union-predicate-quot ] } [ slow-union-predicate-quot ] } cond ; : define-union-predicate ( class -- ) dup union-predicate-quot define-predicate ; M: union-class update-class define-union-predicate ; : (define-union-class) ( class members -- ) f swap f union-class make-class-props (define-class) ; ERROR: cannot-reference-self class members ; GENERIC: classes-contained-by ( obj -- members ) M: union-class classes-contained-by ( union -- members ) "members" word-prop [ f ] when-empty ; M: object classes-contained-by "members" word-prop [ f ] when-empty ; : check-self-reference ( class members -- class members ) 2dup [ dup dup [ classes-contained-by ] map concat sift append 2dup set= [ 2drop f ] [ nip ] if ] follow concat member-eq? [ cannot-reference-self ] when ; PRIVATE> : define-union-class ( class members -- ) [ check-self-reference (define-union-class) ] [ drop changed-conditionally ] [ drop update-classes ] 2tri ; M: union-class rank-class drop 7 ; M: union-class instance? "members" word-prop [ instance? ] with any? ; M: anonymous-union instance? members>> [ instance? ] with any? ; M: anonymous-union class-name members>> [ class-name ] map " " join ; M: union-class normalize-class class-members normalize-class ; M: union-class (flatten-class) class-members (flatten-class) ;