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    • Vl-scopedef

    Vl-scopedef-p

    Recognizer for vl-scopedef.

    Signature
    (vl-scopedef-p x) → *

    Definitions and Theorems

    Function: vl-scopedef-p

    (defun vl-scopedef-p (x)
      (declare (xargs :guard t))
      (let ((__function__ 'vl-scopedef-p))
        (declare (ignorable __function__))
        (common-lisp::case (tag x)
          ((:vl-module) (vl-module-p x))
          ((:vl-udp) (vl-udp-p x))
          ((:vl-interface) (vl-interface-p x))
          (otherwise (vl-program-p x)))))

    Theorem: consp-when-vl-scopedef-p

    (defthm consp-when-vl-scopedef-p
      (implies (vl-scopedef-p x) (consp x))
      :rule-classes :compound-recognizer)

    Theorem: vl-scopedef-p-when-vl-module-p

    (defthm vl-scopedef-p-when-vl-module-p
      (implies (vl-module-p x)
               (vl-scopedef-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-scopedef-p-when-vl-udp-p

    (defthm vl-scopedef-p-when-vl-udp-p
      (implies (vl-udp-p x) (vl-scopedef-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-scopedef-p-when-vl-interface-p

    (defthm vl-scopedef-p-when-vl-interface-p
      (implies (vl-interface-p x)
               (vl-scopedef-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-scopedef-p-when-vl-program-p

    (defthm vl-scopedef-p-when-vl-program-p
      (implies (vl-program-p x)
               (vl-scopedef-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-module-p-by-tag-when-vl-scopedef-p

    (defthm vl-module-p-by-tag-when-vl-scopedef-p
      (implies (and (or (equal (tag x) :vl-module))
                    (vl-scopedef-p x))
               (vl-module-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-udp-p-by-tag-when-vl-scopedef-p

    (defthm vl-udp-p-by-tag-when-vl-scopedef-p
      (implies (and (or (equal (tag x) :vl-udp))
                    (vl-scopedef-p x))
               (vl-udp-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-interface-p-by-tag-when-vl-scopedef-p

    (defthm vl-interface-p-by-tag-when-vl-scopedef-p
      (implies (and (or (equal (tag x) :vl-interface))
                    (vl-scopedef-p x))
               (vl-interface-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-program-p-by-tag-when-vl-scopedef-p

    (defthm vl-program-p-by-tag-when-vl-scopedef-p
      (implies (and (or (equal (tag x) :vl-program))
                    (vl-scopedef-p x))
               (vl-program-p x))
      :rule-classes ((:rewrite :backchain-limit-lst 1)))

    Theorem: vl-scopedef-p-when-invalid-tag

    (defthm vl-scopedef-p-when-invalid-tag
      (implies (and (not (equal (tag x) :vl-module))
                    (not (equal (tag x) :vl-udp))
                    (not (equal (tag x) :vl-interface))
                    (not (equal (tag x) :vl-program)))
               (not (vl-scopedef-p x)))
      :rule-classes ((:rewrite :backchain-limit-lst 0)))

    Theorem: tag-when-vl-scopedef-p-forward

    (defthm tag-when-vl-scopedef-p-forward
      (implies (vl-scopedef-p x)
               (or (equal (tag x) :vl-module)
                   (equal (tag x) :vl-udp)
                   (equal (tag x) :vl-interface)
                   (equal (tag x) :vl-program)))
      :rule-classes ((:forward-chaining)))