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Theorem frag-rely-inv

SetInv(sl.head.gstate, sl.head.lsf, sl.head.pcf), frag*(IOAut(setInit, setStep, setExt))(sl, al) ⊦ sl.head.gstate.set ⊆ sl.last.gstate.set ∧ SetInv(sl.last.gstate, sl.last.lsf, sl.last.pcf)

Type: A user defined theorem
Validity: The proof is valid.
Features:
Comment:
Used by: allinserts-finished-false-implies-notin-ind, frag-subset, insert-inset-after-retinsert, insert-inset-after-retinsert-ind, inset-member-returns-true, inset-member-returns-true-ind, theorem-member-returns-true-after-insert,
Used by units in proved state:
Proof exists?: Yes

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