Procedures with Setters
A procedure with setter is a special kind of procedure which normally behaves like any accessor procedure, that is a procedure which accesses a data structure. The difference is that this kind of procedure has a so-called setter attached, which is a procedure for storing something into a data structure.
Procedures with setters are treated specially when the procedure appears in the special form set!. How it works is best shown by example.
Suppose we have a procedure called foo-ref, which accepts two arguments, a value of type foo and an integer. The procedure returns the value stored at the given index in the foo object. Let f be a variable containing such a foo data structure.[1]
(foo-ref f 0) ⇒ bar
(foo-ref f 1) ⇒ brazAlso suppose that a corresponding setter procedure called foo-set! does exist.
(foo-set! f 0 'bla)
(foo-ref f 0) ⇒ blaNow we could create a new procedure called foo, which is a procedure with setter, by calling make-procedure-with-setter with the accessor and setter procedures foo-ref and foo-set!. Let us call this new procedure foo.
(define foo (make-procedure-with-setter foo-ref foo-set!))foo can from now on be used to either read from the data structure stored in f, or to write into the structure.
(set! (foo f 0) 'dum)
(foo f 0) ⇒ dumScheme Procedure: make-procedure-with-setter procedure setter
C Function: scm_make_procedure_with_setter (procedure, setter)
Create a new procedure which behaves like procedure, but with the associated setter setter.
Scheme Procedure: procedure-with-setter? obj
C Function: scm_procedure_with_setter_p (obj)
Return #t if obj is a procedure with an associated setter procedure.
Scheme Procedure: procedure proc
C Function: scm_procedure (proc)
Return the procedure of proc, which must be an applicable struct.
Scheme Procedure: setter proc
Return the setter of proc, which must be either a procedure with setter or an operator struct.
Working definitions would be:
emacs-lisp↩︎(define foo-ref vector-ref) (define foo-set! vector-set!) (define f (make-vector 2 #f))