“…ω k , if the following conditions hold: 1. σ x is a subsequence of ω k (ω k = υσ x η; υ and η are a prefix and a sufix of ω k , respectively), 2. there exists a σ y redundant to σ x , 3. every faulty transition in ω k belongs to a σ x , SuRP-A04. 4 4. none faulty transition belongs to σ y , 5. there exists a new controllable sequence ω 0 k = υσ y η. Proof: Assume that a fault in ω k occurs; by 2) and 4) these faults are located in the subsequence σ x of ω k , and by 1) and 3) there exists σ y redundant to σ x , such that σ y does not have faults.…”