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===Example=== One example of such a system requirement: ''Between the time an elevator is called at a floor and the time it opens its doors at that floor, the elevator can arrive at that floor at most twice''. The authors of "Patterns in Property Specification for Finite-State Verification" translate this requirement into the following LTL formula:<ref name="Dwyer, Avrunin, Corbett" >{{Cite conference |first1=M. |last1=Dwyer |first2=G. |last2=Avrunin |first3=J. |last3=Corbett |title = Patterns in Property Specification for Finite-State Verification |chapter=Patterns in property specifications for finite-state verification |conference = Proceedings of the 21st international conference on Software engineering |pages = 411β420 |date = May 1999 |doi=10.1145/302405.302672 |isbn=1581130740 |url = https://dl.acm.org/doi/pdf/10.1145/302405.302672 }}</ref> :<math>\begin{align}\Box\Big((\texttt{call} \land \Diamond \texttt{open}) \to & \big((\lnot \texttt{atfloor} \land \lnot \texttt{open}) ~\mathcal{U} \\ & (\texttt{open} \lor ((\texttt{atfloor} \land \lnot \texttt{open}) ~\mathcal{U}\\ & (\texttt{open} \lor ((\lnot \texttt{atfloor} \land \lnot \texttt{open}) ~\mathcal{U} \\ & (\texttt{open} \lor ((\texttt{atfloor} \land \lnot \texttt{open}) ~\mathcal{U} \\ & (\texttt{open} \lor (\lnot \texttt{atfloor} ~\mathcal{U}~ \texttt{open}))))))))\big)\Big)\end{align}</math> Here, <math>\Box</math> should be read as "always", <math>\Diamond</math> as "eventually", <math>\mathcal{U}</math> as "until" and the other symbols are standard logical symbols, <math>\lor</math> for "or", <math>\land</math> for "and" and <math>\lnot</math> for "not".
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