(else #f)))
(define (check env x)
- (display "check: ")
- (display x)
- (display "\n\t")
- (display env)
- (newline)
+ ;; (display "check: ")
+ ;; (display x)
+ ;; (display "\n\t")
+ ;; (display env)
+ ;; (newline)
(let
((res
(case (ast-type x)
(cons (car x) (substitute cs (cdr x)))
x))
scc-env)])
- (display "cs:")
- (display cs)
- (newline)
new-env))]
[new-env (fold-left process-component env components)])
(check new-env (last (let-body x)))))
(other-func-type `(abs ,func-type ,return-type))
(cs (~ func-type other-func-type))
(resolved-return-type (substitute cs return-type))]
- (list cs resolved-return-type))
+ (list cs resolved-return-type)))
; regular function
(let* ((arg-type-res (check env (cadr x)))
(if (abs? resolved-func-type)
(let ((return-type (substitute cs (caddr resolved-func-type))))
(list cs return-type))
- (error #f "not a function"))))))))
- (display "result of ")
- (display x)
- (display ":\n\t")
- (display (pretty-type (cadr res)))
- (display "\n\t[")
- (display (pretty-constraints (car res)))
- (display "]\n")
+ (error #f "not a function")))))))
+ ;; (display "result of ")
+ ;; (display x)
+ ;; (display ":\n\t")
+ ;; (display (pretty-type (cadr res)))
+ ;; (display "\n\t[")
+ ;; (display (pretty-constraints (car res)))
+ ;; (display "]\n")
res))
; we typecheck the lambda calculus only (only single arg lambdas)
; composes constraints a onto b and merges, i.e. applies a to b
; a should be the "more important" constraints
(define (constraint-merge a b)
- (define (f constraint)
+ (define (f cs constraint)
(cons (car constraint)
- (substitute a (cdr constraint))))
+ (substitute cs (cdr constraint))))
(define (most-concrete a b)
(cond
,(most-concrete (caddr a) (caddr b)))]
[(abs? a) b]
[(abs? b) a]
- [else (error #f "impossible! most-concrete")]))
-
- (define (union p q)
- (cond
- [(null? p) q]
- [(null? q) p]
- [else
- (let ([x (car q)])
- (if (assoc (car x) p)
- (if (eqv? (most-concrete (cddr (assoc (car x) p))
- (cdr x))
- (cdr x))
- (cons x (union (filter (p) (not (eqv?
-
+ [else a]))
+
+ ; for any two constraints that clash, e.g. t1 ~ abs t2 t3
+ ; and t1 ~ abs int t3
+ ; prepend the most concrete version of the type to the
+ ; list of constraints
+ (define (clashes)
+ (define (gen acc x)
+ (if (assoc (car x) a)
+ (cons (cons (car x) (most-concrete (cdr (assoc (car x) a))
+ (cdr x)))
+ acc)
+ acc))
+ (fold-left gen '() b))
(define (union p q)
(append (filter (lambda (x) (not (assoc (car x) p)))
q)
p))
- (union a (map f b)))
+ (append (clashes) (union a (map (lambda (z) (f a z)) b))))
;; ; a1 -> a2 ~ a3 -> a4;