removing fixed

This commit is contained in:
Jay McCarthy 2014-03-19 15:10:30 -06:00
parent c1db657163
commit 6e3a9861c6
6 changed files with 0 additions and 186 deletions

View File

@ -286,34 +286,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))

View File

@ -288,34 +288,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))

View File

@ -288,34 +288,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))

View File

@ -288,34 +288,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))

View File

@ -288,34 +288,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))

View File

@ -288,34 +288,3 @@
(generate-term stlc M #:i-th index)
(set! index (add1 index))))))
(define fixed
(term
(;; 1
((λ (x int) x) 1)
;; 9
((λ (x (list int)) (tl x)) ((cons 1) nil))
;; 2 -- xxx I don't think this is really an error because the (M
;; N) case does everything that (c M) does since M can equal
;; c. Otherwise the previous test case would work, because (tl x)
;; would not be subst'd and it has no type
;; 3
((λ (x int) ((λ (y int) y) x)) 1)
;; 4 -- xxx I don't think this is really an error because the
;; normal λ rule always does renaming so this test below works
;; fine and ends up with x1 in both places.
#;((λ (x int) ((λ (x (list int)) x) ((cons x) nil))) 1)
;; 5 & 6 --- xxx These diffs are bogus because they don't actually
;; make a change to any of the program.
;; 7
((λ (x int) (hd ((cons x) nil))) 1)
;; 8 -- xxx This isn't an error for the same reason 4 isn't.
)))