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;;; utils.scm -- utility functions
;;;
;;; author : Sandra Loosemore
;;; date : 18 Nov 1991
;;;
;;; This file contains miscellaneous functions that are generally useful.
;;; If you find some missing feature from the base language, this is
;;; a good place to put it. Common Lisp-style sequence functions are
;;; an example of the sort of thing found here.
;;;=====================================================================
;;; Sequence functions
;;;=====================================================================
(define (vector-replace to-vec from-vec to start end)
(declare (type fixnum to start end)
(type vector to-vec from-vec))
(if (and (eq? to-vec from-vec)
(> to start))
;; Right shift in place
(do ((from (1- end) (1- from))
(to (1- (+ to (- end start)))))
((< from start) to-vec)
(declare (type fixnum from to))
(setf (vector-ref to-vec to) (vector-ref from-vec from))
(decf to))
;; Normal case, left-to-right
(do ((from start (1+ from)))
((= from end) to-vec)
(declare (type fixnum from))
(setf (vector-ref to-vec to) (vector-ref from-vec from))
(incf to))))
(define (string-replace to-vec from-vec to start end)
(declare (type fixnum to start end)
(type string to-vec from-vec))
(if (and (eq? to-vec from-vec)
(> to start))
;; Right shift in place
(do ((from (1- end) (1- from))
(to (1- (+ to (- end start)))))
((< from start) to-vec)
(declare (type fixnum from to))
(setf (string-ref to-vec to) (string-ref from-vec from))
(decf to))
;; Normal case, left-to-right
(do ((from start (1+ from)))
((= from end) to-vec)
(declare (type fixnum from))
(setf (string-ref to-vec to) (string-ref from-vec from))
(incf to))))
(define (string-fill string c start end)
(declare (type fixnum start end)
(type string string)
(type char c))
(do ((i start (1+ i)))
((= i end) string)
(declare (type fixnum i))
(setf (string-ref string i) c)))
(define (string-position c string start end)
(declare (type fixnum start end)
(type string string)
(type char c))
(cond ((= start end) '#f)
((char=? (string-ref string start) c) start)
(else
(string-position c string (1+ start) end))))
(define (string-position-not-from-end c string start end)
(declare (type fixnum start end)
(type string string)
(type char c))
(cond ((= start end) '#f)
((not (char=? (string-ref string (setf end (1- end))) c))
end)
(else
(string-position-not-from-end c string start end))))
(define (string-nreverse string start end)
(declare (type fixnum start end)
(type string string))
(do ((i start (1+ i))
(j (1- end) (1- j)))
((not (< i j)) string)
(declare (type fixnum i j))
(let ((c (string-ref string i)))
(setf (string-ref string i) (string-ref string j))
(setf (string-ref string j) c))))
(define (string-starts? s1 s2) ; true is s1 begins s2
(and (>= (string-length s2) (string-length s1))
(string=? s1 (substring s2 0 (string-length s1)))))
;;;=====================================================================
;;; Table utilities
;;;=====================================================================
(define (table->list table)
(let ((l '()))
(table-for-each
(lambda (key val) (push (cons key val) l)) table)
l))
(define (list->table l)
(let ((table (make-table)))
(dolist (p l)
(setf (table-entry table (car p)) (cdr p)))
table))
;;;=====================================================================
;;; Tuple utilities
;;;=====================================================================
;;; For future compatibility with a typed language, define 2 tuples with
;;; a few functions: (maybe add 3 tuples someday!)
(define-integrable (tuple x y)
(cons x y))
(define-integrable (tuple-2-1 x) (car x)) ; Flic-like notation
(define-integrable (tuple-2-2 x) (cdr x))
(define (map-tuple-2-1 f l)
(map (lambda (x) (tuple (funcall f (tuple-2-1 x)) (tuple-2-2 x))) l))
(define (map-tuple-2-2 f l)
(map (lambda (x) (tuple (tuple-2-1 x) (funcall f (tuple-2-2 x)))) l))
;;;=====================================================================
;;; List utilities
;;;=====================================================================
;;; This does an assq using the second half of the tuple as the key.
(define (rassq x l)
(if (null? l)
'#f
(if (eq? x (tuple-2-2 (car l)))
(car l)
(rassq x (cdr l)))))
;;; This is an assoc with an explicit test
(define (assoc/test test-fn x l)
(if (null? l)
'#f
(if (funcall test-fn x (tuple-2-1 (car l)))
(car l)
(assoc/test test-fn x (cdr l)))))
;;; Stupid position function works only on lists, uses eqv?
(define (position item list)
(position-aux item list 0))
(define (position-aux item list index)
(declare (type fixnum index))
(cond ((null? list)
'#f)
((eqv? item (car list))
index)
(else
(position-aux item (cdr list) (1+ index)))
))
;;; Destructive delete-if function
(define (list-delete-if f l)
(list-delete-if-aux f l l '#f))
(define (list-delete-if-aux f head next last)
(cond ((null? next)
;; No more elements.
head)
((not (funcall f (car next)))
;; Leave this element and do the next.
(list-delete-if-aux f head (cdr next) next))
(last
;; Delete element from middle of list.
(setf (cdr last) (cdr next))
(list-delete-if-aux f head (cdr next) last))
(else
;; Delete element from head of list.
(list-delete-if-aux f (cdr next) (cdr next) last))))
;;; Same as the haskell function
(define (concat lists)
(if (null? lists)
'()
(append (car lists) (concat (cdr lists)))))
;;; This is a quick & dirty list sort function.
(define (sort-list l compare-fn)
(if (or (null? l) (null? (cdr l)))
l
(insert-sorted compare-fn (car l) (sort-list (cdr l) compare-fn))))
(define (insert-sorted compare-fn e l)
(if (null? l)
(list e)
(if (funcall compare-fn e (car l))
(cons e l)
(cons (car l) (insert-sorted compare-fn e (cdr l))))))
(define (find-duplicates l)
(cond ((null? l)
'())
((memq (car l) (cdr l))
(cons (car l)
(find-duplicates (cdr l))))
(else (find-duplicates (cdr l)))))
;;; A simple & slow topsort routine.
;;; Input: A list of lists. Each list is a object consed onto the
;;; list of objects it preceeds.
;;; Output: Two values: SORTED / CYCLIC & a list of either sorted objects
;;; or a set of components containing the cycle.
(define (topsort l)
(let ((changed? '#t)
(sorted '())
(next '()))
(do () ((not changed?)
(if (null? next)
(values 'sorted (nreverse sorted))
(values 'cyclic (map (function car) next))))
(setf changed? '#f)
(setf next '())
(dolist (x l)
(cond ((topsort-aux (cdr x) sorted)
(push (car x) sorted)
(setf changed? '#t))
(else
(push x next))))
(setf l next))))
;;; Returns true if x doesn't contain any elements that aren't in sorted.
;;; equivalent to (null? (set-intersection x sorted)), but doesn't cons
;;; and doesn't traverse the whole list in the failure case.
(define (topsort-aux x sorted)
(cond ((null? x)
'#t)
((memq (car x) sorted)
(topsort-aux (cdr x) sorted))
(else
'#f)))
(define (set-intersection s1 s2)
(if (null? s1)
'()
(let ((rest (set-intersection (cdr s1) s2)))
(if (memq (car s1) s2)
(cons (car s1) rest)
rest))))
;;; remove s2 elements from s1
(define (set-difference s1 s2)
(if (null? s1)
'()
(let ((rest (set-difference (cdr s1) s2)))
(if (memq (car s1) s2)
rest
(cons (car s1) rest)))))
(define (set-union s1 s2)
(if (null? s2)
s1
(if (memq (car s2) s1)
(set-union s1 (cdr s2))
(cons (car s2) (set-union s1 (cdr s2))))))
;;; Destructive list splitter
(define (split-list list n)
(declare (type fixnum n))
(let ((tail1 (list-tail list (1- n))))
(if (null? tail1)
(values list '())
(let ((tail2 (cdr tail1)))
(setf (cdr tail1) '())
(values list tail2)))))
;;; Some string utils
(define (mem-string s l)
(and (not (null? l)) (or (string=? s (car l))
(mem-string s (cdr l)))))
(define (ass-string k l)
(cond ((null? l)
'#f)
((string=? k (caar l))
(car l))
(else
(ass-string k (cdr l)))))
;;;=====================================================================
;;; Syntax extensions
;;;=====================================================================
;;; The mlet macro combines let* and multiple-value-bind into a single
;;; syntax.
(define-syntax (mlet binders . body)
(mlet-body binders body))
(define (mlet-body binders body)
(if (null? binders)
`(begin ,@body)
(let* ((b (car binders))
(var (car b))
(init (cadr b))
(inner-body (mlet-body (cdr binders) body)))
(if (pair? var)
(multiple-value-bind (new-vars ignore-decl)
(remove-underlines var)
`(multiple-value-bind ,new-vars
,init ,@ignore-decl ,inner-body))
`(let ((,var ,init)) ,inner-body)))))
(define (remove-underlines vars)
(if (null? vars)
(values '() '())
(multiple-value-bind (rest ignore-decl) (remove-underlines (cdr vars))
(if (not (eq? (car vars) '_))
(values (cons (car vars) rest) ignore-decl)
(let ((var (gensym)))
(values (cons var rest)
`((declare (ignore ,var)) ,@ignore-decl)))))))
;;;=====================================================================
;;; Other utilities
;;;=====================================================================
(define (add-extension name ext)
(assemble-filename (filename-place name) (filename-name name) ext))
(define (time-execution thunk)
(let* ((start-time (get-run-time))
(res (funcall thunk))
(end-time (get-run-time)))
(values res (- end-time start-time))))
(define (pprint-flatten code . maybe-port)
(pprint-flatten-aux
code
(if (null? maybe-port) (current-output-port) (car maybe-port))))
(define (pprint-flatten-aux code port)
(if (and (pair? code)
(eq? (car code) 'begin))
(dolist (c (cdr code))
(pprint-flatten-aux c port))
(pprint*-aux code port)))
(define (print-flatten code port)
(if (and (pair? code)
(eq? (car code) 'begin))
(dolist (c (cdr code))
(print-flatten c port))
(begin
(internal-write code port)
(internal-newline port))))
;;; Like pprint, but print newline after instead of before.
(define (pprint* object . maybe-port)
(pprint*-aux
object
(if (null? maybe-port) (current-output-port) (car maybe-port))))
(define (pprint*-aux object port)
(dynamic-let ((*print-pretty* '#t))
(prin1 object port))
(terpri port))
;;; This reads stuff from a string. (Better error checks needed!)
(define (read-lisp-object str)
(call-with-input-string str (lambda (port) (read port))))
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