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LTL (linear temporal logic or linear-time temporal logic) is a temporal logic that can encode assertions about the future of traces.

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Howto formally go about proving that two LTL formulas are equivalent?

Do they need to "unwind" exactly to the same set of paths or does it suffice when one set is contained in the other ? Or is it sufficient to argue that M,s satisfies both LTL formulas for any starti …
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