Re:Proofs and Refutations Using Z3
by zzz95 on Thursday February 15, 2018 @09:15PM
(#16389396)
This is not true in theory. A model checker (NOT a bounded model checker) either produces a counter-example, a proof of correctness or times-out/gives up if the theory is not decidable.
A bounded model checker on the other hand, checks the property for a given depth 'k', and hence the result is not applicable to a complete run.
In practice, it is all engineering, so anything can happen unless the model checker has been model checked.
A bounded model checker on the other hand, checks the property for a given depth 'k', and hence the result is not applicable to a complete run.
In practice, it is all engineering, so anything can happen unless the model checker has been model checked.