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    • Vl-convert-namedargs

    Vl-find-namedarg

    Look up an argument by name in a named argument list.

    Signature
    (vl-find-namedarg name args) → *
    Arguments
    name — Guard (stringp name).
    args — Guard (vl-namedarglist-p args).

    We once used some fast-alist stuff here, but now I think that it isn't worthwhile since most module instances either have relatively few arguments or are instantiated infrequently. It'd be easy enough to write an version that uses fast-alists when there are many arguments if performance becomes a problem.

    Definitions and Theorems

    Function: vl-find-namedarg

    (defun vl-find-namedarg (name args)
      (declare (xargs :guard (and (stringp name)
                                  (vl-namedarglist-p args))))
      (let ((__function__ 'vl-find-namedarg))
        (declare (ignorable __function__))
        (cond ((atom args) nil)
              ((equal (vl-namedarg->name (car args))
                      name)
               (vl-namedarg-fix (car args)))
              (t (vl-find-namedarg name (cdr args))))))

    Theorem: vl-find-namedarg-under-iff

    (defthm vl-find-namedarg-under-iff
      (iff (vl-find-namedarg name args)
           (member-equal name (vl-namedarglist->names args))))

    Theorem: vl-namedarg-p-of-vl-find-namedarg

    (defthm vl-namedarg-p-of-vl-find-namedarg
      (equal (vl-namedarg-p (vl-find-namedarg name args))
             (if (member-equal name (vl-namedarglist->names args))
                 t
               nil)))

    Theorem: vl-find-namedarg-of-vl-namedarglist-fix-args

    (defthm vl-find-namedarg-of-vl-namedarglist-fix-args
      (equal (vl-find-namedarg name (vl-namedarglist-fix args))
             (vl-find-namedarg name args)))

    Theorem: vl-find-namedarg-vl-namedarglist-equiv-congruence-on-args

    (defthm vl-find-namedarg-vl-namedarglist-equiv-congruence-on-args
      (implies (vl-namedarglist-equiv args args-equiv)
               (equal (vl-find-namedarg name args)
                      (vl-find-namedarg name args-equiv)))
      :rule-classes :congruence)