LTL under reductions with weaker conditions than stutter invariance
In Proceedings of the 41th IFIP international conference on formal techniques for distributed objects, components and systems (FORTE’22)
Abstract Verification of properties expressed as omega-regular languages such as LTL can benefit hugely from stutter insensitivity, using a diverse set of reduction strategies. However properties that are not stutter invariant, for instance due to the use of the neXt operator of LTL or to some form of counting in the logic, are not covered by these techniques in general. We propose in this paper to study a weaker property than stutter insensitivity.