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• Compile.lisp

Indnamememo-to-var-decl-map

Signature

(indnamememo-to-var-decl-map n indnamememo acc) → map

Arguments

n — Guard (natp n).

acc — Guard (var-decl-map-p acc).

Returns

map — Type (var-decl-map-p map).

Definitions and Theorems

Function: indnamememo-to-var-decl-map

(defun
 indnamememo-to-var-decl-map
 (n indnamememo acc)
 (declare (xargs :stobjs (indnamememo)))
 (declare (xargs :guard (and (natp n) (var-decl-map-p acc))))
 (declare (xargs :guard (<= n (indnames-length indnamememo))))
 (let
   ((__function__ 'indnamememo-to-var-decl-map))
   (declare (ignorable __function__))
   (b* (((when (mbe :logic (zp (- (indnames-length indnamememo)
                                  (nfix n)))
                    :exec (eql n (indnames-length indnamememo))))
         (var-decl-map-fix acc))
        (entry (get-indname n indnamememo))
        (acc (if entry
                 (b* (((indname-result entry)))
                     (hons-acons entry.varname
                                 entry.decl (var-decl-map-fix acc)))
                 (var-decl-map-fix acc))))
       (indnamememo-to-var-decl-map (1+ (lnfix n))
                                    indnamememo acc))))

Theorem: var-decl-map-p-of-indnamememo-to-var-decl-map

(defthm var-decl-map-p-of-indnamememo-to-var-decl-map
        (b* ((map (indnamememo-to-var-decl-map n indnamememo acc)))
            (var-decl-map-p map))
        :rule-classes :rewrite)

Theorem: indnamememo-to-var-decl-map-of-nfix-n

(defthm indnamememo-to-var-decl-map-of-nfix-n
        (equal (indnamememo-to-var-decl-map (nfix n)
                                            indnamememo acc)
               (indnamememo-to-var-decl-map n indnamememo acc)))

Theorem: indnamememo-to-var-decl-map-nat-equiv-congruence-on-n

(defthm
 indnamememo-to-var-decl-map-nat-equiv-congruence-on-n
 (implies
      (nat-equiv n n-equiv)
      (equal (indnamememo-to-var-decl-map n indnamememo acc)
             (indnamememo-to-var-decl-map n-equiv indnamememo acc)))
 :rule-classes :congruence)

Theorem: indnamememo-to-var-decl-map-of-var-decl-map-fix-acc

(defthm
 indnamememo-to-var-decl-map-of-var-decl-map-fix-acc
 (equal
  (indnamememo-to-var-decl-map n indnamememo (var-decl-map-fix acc))
  (indnamememo-to-var-decl-map n indnamememo acc)))

Theorem: indnamememo-to-var-decl-map-var-decl-map-equiv-congruence-on-acc

(defthm
 indnamememo-to-var-decl-map-var-decl-map-equiv-congruence-on-acc
 (implies
      (var-decl-map-equiv acc acc-equiv)
      (equal (indnamememo-to-var-decl-map n indnamememo acc)
             (indnamememo-to-var-decl-map n indnamememo acc-equiv)))
 :rule-classes :congruence)