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The complexity of the satisfiability, validity, and model checking problems for some common logics.
We present a syntactic scheme for translating future-time LTL bounded model checking problems into propositional satisfiability problems.
In such cases, the satisfiability and model checking problems are generally not considered.
In essence, this means that the timing analyses supported by SYMRT are viewed as model checking problems.
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A classical question in formal modelling with clear relevance to biological modelling is the model checking problem, i.e. calculate the probability that a behaviour, expressed for instance in terms of a certain temporal logic formula, may occur in a given stochastic process.
Our main result is an algorithm for the following Quantitative model checking problem:.
The model checking problem for RAL with unbounded production and consumption of resources is known to be undecidable.
Finally, we relate correctness of web service models to the model checking problem for alternating temporal logics.
Proving correctness of the (unknown) composed process is strongly related to the model checking problem of a system model.
We show that the TECTLK model checking problem is decidable, and we present an algorithm for bounded model checking based on a discretisation method.
In this case, the model checking problem is only considered for finite structures (which we must also assume are encoded as finite strings – e.g. in the manner described by Marx 2007).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com