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• Ubdd-constructors

Q-compose

(q-compose x l) composes the UBDD x with the list of UBDDs l.

BOZO document what this is doing. Is it like sexpr compose?

Definitions and Theorems

Function: q-compose

(defun q-compose (x l)
  (declare (xargs :guard t))
  (cond ((atom x) x)
        ((atom l) (q-compose (cdr x) nil))
        ((hons-equal (car x) (cdr x))
         (q-compose (car x) (cdr l)))
        (t (q-ite (car l)
                  (q-compose (car x) (cdr l))
                  (q-compose (cdr x) (cdr l))))))

Theorem: ubddp-of-q-compose

(defthm ubddp-of-q-compose
  (implies (and (force (ubddp x))
                (force (ubdd-listp l)))
           (equal (ubddp (q-compose x l)) t)))