| Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Andrei Voronkov, editor, Computer-Aided Verification, CAV 2003. |
.... these can be encoded in PVS [ORSvH95] and formally verified by hand or with the aid of specialized libraries and strategies such as those of TAME [Arc00] or we could use a model checker for timed automata such as Kronos [BDM 98] or UP PAAL [LPY97] or an experimental encoding in SAL ICS [dMRS] Lonn [Lon99a,Lon99b] considers startup algorithms for TDMA systems similar to TTA and verifies one of them using UPPAAL [LP97] Lon99b, Chapter 9] Although a timed automaton model would be more realistic, we have chosen, in the interests of simplicity, to use a purely finite state model for ....
Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. Submitted for publication.
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de Moura, L., Rue, H., Sorea, M.: Bounded model checking and induction: From refutation to verification. In Hunt, Jr., W.A., Somenzi, F., eds.: Computer-Aided Verification, CAV '2003. Volume 2725 of Lecture Notes in Computer Science., Boulder, CO, Springer-Verlag (2003) 14--26
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L. de Moura, H. Rue, and M. Sorea. Bounded model checking and induction: From refutation to veri cation. LNCS, 2725:14-26, 2003.
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de Moura, L., Rue, H., Sorea, M.: Bounded model checking and induction: From refutation to verification. In Hunt, Jr., W.A., Somenzi, F., eds.: Computer-Aided Verification, CAV '2003. Volume 2725 of Lecture Notes in Computer Science., Boulder, CO, Springer-Verlag (2003) 14--26
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Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Andrei Voronkov, editor, Computer-Aided Verification, CAV 2003, volume 2725 of Lecture Notes in Computer Science, pages 14--26. SpringerVerlag, 2003.
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Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Warren A. Hunt, Jr. and Fabio Somenzi, editors, Computer-Aided Verification, CAV '2003, pages 14--26, Boulder, CO, July 2003. Volume 2725 of Lecture Notes in Computer Science, Springer-Verlag.
....should be acyclic) k induction is a complete method for finite state systems. These results generalize from the finite to infinite state case when ICS is substituted for a SAT solver, and the method becomes complete for important classes of infinite state systems, such as timed automata [4]. Our Infinite BMC procedure built on ICS has been extended to perform k induction (with additional optimizations e.g. requiring that only the first state in a sequence may be an initial state) and to strengthen invariants (using the heuristic described earlier) Standard examples such as the ....
Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. Submitted for publication.
No context found.
Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Andrei Voronkov, editor, Computer-Aided Verification, CAV 2003.
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L. de Moura et al. Bounded model checking and induction: From refutation to verification. In CAV, volume 2725 of LNCS, 2003.
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de Moura, L.M., Rue, H., Sorea, M.: Bounded model checking and induction: From refutation to verification. In: CAV. Volume 2725 of LNCS., Springer (2003) 14--26
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Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Warren A. Hunt, Jr. and Fabio Somenzi, editors, Computer-Aided Verification, CAV '2003, volume 2725 of Lecture Notes in Computer Science, pages 14--26, Boulder, CO, July 2003. Springer-Verlag.
No context found.
Leonardo de Moura, Harald Rue, and Maria Sorea. Bounded model checking and induction: From refutation to verification. In Warren A. Hunt, Jr. and Fabio Somenzi, editors, Computer-Aided Verification, 21 14--26, Boulder, CO, July 2003. Springer-Verlag.
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