1 ;"determ.scm" Determinant
3 (define (determinant m)
5 (if (zero? n) (cdr lst) (cons (car lst) (butnth (+ -1 n) (cdr lst)))))
7 (map (lambda (x) (butnth j x)) (butnth i m)))
8 (define (cofactor m i j)
9 (* (if (odd? (+ i j)) -1 1) (determinant (minor m i j))))
11 (if (eqv? 1 n) (caar m)
12 (do ((j (+ -1 n) (+ -1 j))
13 (ans 0 (+ ans (* (list-ref (car m) j) (cofactor m 0 j)))))
14 ((negative? j) ans))))