| Abstract |
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In this paper 1, we present a refinement verification for
a class of parameterized systems. These systems are composed
of an arbitrary number of similar processes. As in [4]
we represent the states by regular languages and the transitions
by transducers over regular languages. If we can compute
a symbolic model by acceleration of the actions, then
we can also verify a refinement relation R between the symbolic
models. We show that, under some conditions, if R is
verified between two symbolic models, then refinement is
verified between concrete parameterized systems. Then, we
can take advantage the property (safety and PLTL properties)
preservation by refinement for their verification.
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Additional Information
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Citation:
Francoise Bellegarde, Celina Charlet, Olga Kouchnarenko,
"How to Compute the Refinement Relation for Parameterized Systems,"
memocode,
p. 103,
First ACM and IEEE International Conference on Formal Methods and Models for Co-Design (MEMOCODE03),
2003
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