你如何在 Scheme 中返回一个过程的描述? [英] How do you return the description of a procedure in Scheme?
问题描述
假设我有这样的事情:
(define pair (cons 1 (lambda (x) (* x x))
如果我想返回对的前面对象,我这样做:
If I want to return the front object of the pair I do this:
(car pair)
它返回 1.但是当对象是一个过程时,我没有得到它的确切描述.换句话说:
And it returns 1. However when the object is a procedure I don't get the exact description of it. In other words:
(cdr pair)
返回 #
而不是 (lambda (x) (*x x))
.
我该如何解决这个问题?
How do I fix this?
推荐答案
虽然一般情况下没有办法做到这一点,但您可以为您定义的过程装配一些东西来做到这一点.
Although there's no way to do this generally, you can rig up something to do it for procedures that you define.
Racket
struct
s 可以定义一个prop:procedure
允许将结构作为一个过程来应用(调用).相同的结构可以保存函数定义的原始语法的副本.这就是下面的sourced
结构所做的.
Racket
struct
s can define aprop:procedure
that allows the struct to be applied (called) as a procedure. The same struct can hold a copy of your original syntax for the function definition. That's what thesourced
struct is doing, below.
write-sourced
的东西只是为了让输出更干净(只显示原始的 sexpr,而不是其他结构字段).
The write-sourced
stuff is simply to make the output cleaner (show only the original sexpr, not the other struct fields).
define-proc
宏使结构体的初始化变得更简单——您无需键入两次代码并希望它匹配.它会为您做到这一点.
The define-proc
macro makes it simpler to initialize the struct -- you don't need to type the code twice and hope it matches. It does this for you.
<小时>
#lang racket
(require (for-syntax racket/syntax))
;; Optional: Just for nicer output
(define (write-sourced x port mode)
(define f (case mode
[(#t) write]
[(#f) display]
[else pretty-print])) ;nicer than `print` for big sexprs
(f (sourced-sexpr x) port))
(struct sourced (proc sexpr)
#:property prop:procedure (struct-field-index proc)
;; Optional: Just to make cleaner output
#:methods gen:custom-write
[(define write-proc write-sourced)])
;; A macro to make it easier to use the `sourced` struct
(define-syntax (define-proc stx)
(syntax-case stx ()
[(_ (id arg ...) expr ...)
#'(define id (sourced (lambda (arg ...) expr ...)
'(lambda (arg ...) expr ...)))]))
;; Example
(define-proc (foo x)
(add1 x))
(foo 1) ; => 2
foo ; => '(lambda (x) (add1 x))
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