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SE3-10: Aufgabe 1.2 bearbeitet.

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Jim Martens
2014-01-20 11:59:30 +01:00
parent 1e7da0db62
commit dd9776f693
1 changed files with 62 additions and 1 deletions
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se3/G08_B10_Jim-2martens_Britta-2noack_Jan-Simon-0giesel.rkt
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@ -19,15 +19,76 @@ Abgebende: Jim 2martens, Britta 2noack, Jan-Simon 0giesel
(if [pred x]
x
best))
0
#f
xs)
)
; 1.2
(define (symmetrisch? r)
(every (λ (x)
(some (λ (y)
(and (eq? (cdr y)
(car x))
(eq? (car y)
(cdr x))))
r))
r))
(define (asymmetrisch? r)
(every (λ (x)
(let ((t1 (some (λ (y)
(and (eq? (cdr y)
(car x))
(eq? (car y)
(cdr x)))
))))
r))))
(not t1)))
r))
(define (reflexiv? r)
(every (λ (x)
(and (some (λ (y)
(and (eq? (car y)
(car x))
(eq? (cdr y)
(car x))))
r)
(some (λ (y)
(and (eq? (car y)
(cdr x))
(eq? (cdr y)
(cdr x))))
r)))
r))
(define (transitiv? r)
(every (λ (x)
(let ((t1 (some (λ (y)
(and (eq? (cdr x)
(car y))
(not (eq? (cdr x)
(cdr y)))))
r)))
(if t1
(some (λ (z)
(and (eq? (car x)
(car z))
(eq? (cdr t1)
(cdr z))))
r)
#t)))
r))
(define (aequi? r)
(and (reflexiv? r)
(symmetrisch? r)
(transitiv? r)))
(define (ord? r)
(and (reflexiv? r)
(not (symmetrisch? r))
(transitiv? r)))
; 2)
; 1.