• Top
  • Documentation
  • Books
  • Boolean-reasoning
  • Projects
  • Debugging
  • Std
  • Proof-automation
  • Macro-libraries
  • ACL2
  • Interfacing-tools
  • Hardware-verification
    • Gl
    • Esim
    • Vl2014
    • Sv
      • Svex-stvs
      • Svex-decomposition-methodology
      • Sv-versus-esim
      • Svex-decomp
      • Svex-compose-dfs
      • Svex-compilation
      • Moddb
      • Svmods
        • Address
        • Wire
        • Module
        • Lhs
        • Path
        • Svar-add-namespace
        • Design
        • Modinst
        • Lhs-add-namespace
        • Modalist
          • Modalist-p
          • Modalist-fix
          • Modalist-vars
          • Modalist-equiv
          • Modalist->modnames
          • Modalist-lookup
          • Modalist-addr-p
        • Path-add-namespace
        • Modname->submodnames
        • Name
        • Constraintlist-addr-p
        • Svex-alist-addr-p
        • Svar-map-addr-p
        • Lhspairs-addr-p
        • Modname
        • Assigns-addr-p
        • Lhs-addr-p
        • Lhatom-addr-p
        • Modhier-list-measure
        • Attributes
        • Modhier-measure
        • Modhier-list-measure-aux
        • Modhier-loopfreelist-p
        • Modhier-loopfree-p
      • Svstmt
      • Sv-tutorial
      • Expressions
      • Symbolic-test-vector
      • Vl-to-svex
    • Vwsim
    • Fgl
    • Vl
    • X86isa
    • Svl
    • Rtl
  • Software-verification
  • Math
  • Testing-utilities

• Modalist

Modalist-lookup

Signature

(modalist-lookup modname modalist) → mod

Arguments

modalist — Guard (modalist-p modalist).

Returns

mod — Type (iff (module-p mod) mod).

Definitions and Theorems

Function: modalist-lookup

(defun modalist-lookup (modname modalist)
  (declare (xargs :guard (modalist-p modalist)))
  (let ((__function__ 'modalist-lookup))
    (declare (ignorable __function__))
    (cdr (hons-get modname
                   (mbe :logic (modalist-fix modalist)
                        :exec modalist)))))

Theorem: return-type-of-modalist-lookup

(defthm return-type-of-modalist-lookup
  (b* ((mod (modalist-lookup modname modalist)))
    (iff (module-p mod) mod))
  :rule-classes :rewrite)

Theorem: modalist-lookup-of-modalist-fix-modalist

(defthm modalist-lookup-of-modalist-fix-modalist
  (equal (modalist-lookup modname (modalist-fix modalist))
         (modalist-lookup modname modalist)))

Theorem: modalist-lookup-modalist-equiv-congruence-on-modalist

(defthm modalist-lookup-modalist-equiv-congruence-on-modalist
  (implies (modalist-equiv modalist modalist-equiv)
           (equal (modalist-lookup modname modalist)
                  (modalist-lookup modname modalist-equiv)))
  :rule-classes :congruence)