Model checking TLR* guarantee formulas on infinite systems

We present the implementation of a model checker for systems with a potentially infinite number of reachable states. It has been developed in the rewriting-logic language Maude. The model checker is explicit-state, that is, not symbolic. In infinite systems, we cannot expect it to finish in every case: it provides a semi-decision algorithm to validate guarantee formulas (or, equivalently, to falsify safety ones). To avoid getting lost in infinite paths, search is always performed within bounded depth. The properties to be checked are written in the Temporal Logic of Rewriting, TLR*, a generalization of CTL* that uses atomic propositions both on states and on transitions, providing, in this way, a richer expressive power. As an intermediate step, a strategy language is used. Guarantee formulas are first translated into strategy expressions and, then, the system and the strategy evolve in parallel searching for computations that satisfy the strategy and, thus, the formula. An example on verifying cache coherence protocols is presented, showing the usefulness of the tool.