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Author:

Pavese Esteban1,Braberman Víctor2,Uchitel Sebastian3

Affiliation:

1. Departamento de Computación, Universidad de Buenos Aires, CABA, Argentina

2. Departamento de Computación, Universidad de Buenos Aires and CONICET, CABA, Argentina

3. Departamento de Computación, Universidad de Buenos Aires, Imperial College London, and CONICET, CABA, Argentina

Abstract

Model-based reliability estimation of systems can provide useful insights early in the development process. However, computational complexity of estimating metrics such as mean time to first failure (MTTFF), turnaround time (TAT), or other domain-based quantitative measures can be prohibitive both in time, space, and precision. In this article, we present an alternative to exhaustive model exploration, as in probabilistic model checking, and partial random exploration, as in statistical model checking. Our hypothesis is that a (carefully crafted) partial systematic exploration of a system model can provide better bounds for these quantitative model metrics at lower computation cost. We present a novel automated technique for metric estimation that combines simulation, invariant inference, and probabilistic model checking. Simulation produces a probabilistically relevant set of traces from which a state invariant is inferred. The invariant characterises a partial model, which is then exhaustively explored using probabilistic model checking. We report on experiments that suggest that metric estimation using this technique (for both fully probabilistic models and those exhibiting nondeterminism) can be more effective than (full-model) probabilistic and statistical model checking, especially for system models for which the events of interest are rare.

Funder

ANPCyT PICT

UBACYT

CONICET PIP

MEALS

Publisher

Association for Computing Machinery (ACM)

Subject

Software

Reference48 articles.

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2. C. Baier and J. P. Katoen. 2008. Principles of Model Checking. MIT Press Cambridge MA. C. Baier and J. P. Katoen. 2008. Principles of Model Checking. MIT Press Cambridge MA.

3. S. Basu A. Ghosh and R. He. 2009. Approximate model checking of PCTL involving unbounded path properties. ICFEM’09 326--346. 10.1007/978-3-642-10373-5_17 S. Basu A. Ghosh and R. He. 2009. Approximate model checking of PCTL involving unbounded path properties. ICFEM’09 326--346. 10.1007/978-3-642-10373-5_17

4. J. Bogdoll L. M. Ferrer Fioriti A. Hartmanns and H. Hermanns. 2011. Partial order methods for statistical model checking and simulation. In FMOODS/FORTE. 59--74. J. Bogdoll L. M. Ferrer Fioriti A. Hartmanns and H. Hermanns. 2011. Partial order methods for statistical model checking and simulation. In FMOODS/FORTE. 59--74.

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