By Gardner P., Yoshida N.

ISBN-10: 3540286446

ISBN-13: 9783540286448

This booklet constitutes the refereed complaints of the fifteenth foreign convention on Concurrency idea, CONCUR 2004, held in London, united kingdom in August/September 2004.The 29 revised complete papers offered including four invited papers have been conscientiously reviewed and chosen from 134 submissions. one of the subject matters lined are concurrency similar elements of versions of computation, semantic domain names, procedure algebras, Petri nets, occasion buildings, real-time structures, hybrid platforms, decidability, version checking, verification strategies, refinement, time period and graph rewriting, disbursed programming, constraint common sense programming, object-oriented programming, typing platforms and algorithms, case reports, instruments, and environments for programming and verification.

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In the Mona system. P. Gardner and N. ): CONCUR 2004, LNCS 3170, pp. 35–48, 2004. A. Abdulla et al. A generic task in symbolic model checking is to compute properties of the set of reachable states, in order to verify safety properties. For finite-state systems this is typically done by state-space exploration, but for infinite-state systems this procedure terminates only if there is a bound on the distance (in number of transitions) from the initial configurations to any reachable configuration.

A configuration of the system is a word over the alphabet where represents that the process has the token, and represents not having it. For instance, the word nntnn represents a configuration of a system with five processes where the third process has the token. The set of initial states is given by the regular expression (Figure 1(a)). The transition relation is represented by the transducer in Figure 1(b). For instance, the transducer accepts the word representing the pair (nntnn, nnntn) of configurations where the token is passed from the third to the fourth process.

Formulated in the regular model checking framework, the corresponding problem is the following: given a set of initial configurations I, a regular set of bad configurations B and a transition relation specified by a transducer T, does there exist a path from I to B through the transition relation T ? This amounts to checking whether The problem can be solved by computing the set and checking whether it intersects B. The second problem is verification of liveness properties. A liveness property is of form “a good thing happens during system execution”.

### CONCUR 2004 -- Concurrency Theory by Gardner P., Yoshida N.

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