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Tip revision: c8ceeefcc1dc25953a644622a895a3adcbc80dad authored by Tony Kelman on 24 June 2015, 13:45:01 UTC
Tag v0.3.10
Tip revision: c8ceeef
utils.scm
;; for debugging, display x and return it
(define (prn x)
  (with-output-to *stderr*
		  (display x) (newline))
  x)

;; return the mapping for `elt` in `alst`, or `default` if not found
(define (lookup elt alst default)
  (let ((a (assq elt alst)))
    (if a (cdr a) default)))

;; items in `s1` and not in `s2`
(define (diff s1 s2)
  (cond ((null? s1)         '())
	((memq (car s1) s2) (diff (cdr s1) s2))
	(else               (cons (car s1) (diff (cdr s1) s2)))))

(define (unique lst) (delete-duplicates lst))

(define (has-dups lst)
  (if (null? lst)
      #f
      (or (memq (car lst) (cdr lst))
	  (has-dups (cdr lst)))))

;; does `expr` contain any substructure that satisfies predicate `p`?
(define (contains p expr)
  (or (p expr)
      (and (pair? expr)
	   (any (lambda (x) (contains p x))
		expr))))

;; does `expr` contain something `eq?` to `x`, excluding list heads and quoted exprs
(define (expr-contains-eq x expr)
  (or (eq? expr x)
      (and (pair? expr)
	   (not (quoted? expr))
	   (any (lambda (y) (expr-contains-eq x y))
		(cdr expr)))))

;; same as above, with predicate
(define (expr-contains-p p expr)
  (or (p expr)
      (and (pair? expr)
	   (not (quoted? expr))
	   (any (lambda (y) (expr-contains-p p y))
		(cdr expr)))))

;; find all subexprs satisfying `p`, applying `key` to each one
(define (expr-find-all p expr (key: identity))
  (let ((found (if (p expr)
		   (list (key expr))
		   '())))
    (if (or (atom? expr) (quoted? expr))
	found
	(apply nconc
	       found
	       (map (lambda (x) (expr-find-all p x key: key))
		    (cdr expr))))))

(define (butlast lst)
  (if (or (null? lst) (null? (cdr lst)))
      '()
      (cons (car lst) (butlast (cdr lst)))))

(define (last lst)
  (if (null? (cdr lst))
      (car lst)
      (last (cdr lst))))

(define *gensyms* '())
(define *current-gensyms* '())
(define *gensy-counter* 1)
(define (gensy)
  (if (null? *current-gensyms*)
      (let ((g (symbol (string "#s" *gensy-counter*))))
	(set! *gensy-counter* (+ *gensy-counter* 1))
	(set! *gensyms* (cons g *gensyms*))
	g)
      (begin0 (car *current-gensyms*)
	      (set! *current-gensyms* (cdr *current-gensyms*)))))
(define (named-gensy name)
  (let ((g (symbol (string "#" *gensy-counter* "#" name))))
    (set! *gensy-counter* (+ *gensy-counter* 1))
    g))
(define (reset-gensyms)
  (set! *current-gensyms* *gensyms*))
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