By Natarajan Shankar (auth.), Lars-Henrik Eriksson, Peter Alexander Lindsay (eds.)
This quantity includes the complaints of the 2002 symposium Formal tools th Europe (FME 2002). The symposium used to be the eleven in a sequence that started with a VDM Europe symposium in 1987. The symposia are characteristically held each 18 months. In 2002 the symposium was once held on the collage of Copenhagen, as a part of the 2002 Federated common sense convention (FLoC 2002), which introduced - gether in a single occasion seven significant meetings concerning common sense in computing device technology, in addition to their a?liated workshops, tutorials, and instruments exhibitions. Formal tools Europe (www.fmeurope.org) is an autonomous organization which goals to stimulate using, and study on, formal tools for software program improvement. FME symposia were significantly profitable in bringing jointly a neighborhood of clients, researchers, and builders of designated mathematical - thods for software program improvement. The topic of FME 2002 was once “Formal equipment: Getting IT Right”. The double which means used to be intentional. at the one hand, the topic stated the signi?cant contribution formal tools could make to info expertise, via permitting computers to be defined accurately and reasoned approximately with rigour. nevertheless, it famous that present formal tools will not be excellent, and additional examine and perform are required to enhance their foundations, applicability, and e?ectiveness.
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Additional resources for FME 2002:Formal Methods—Getting IT Right: International Symposium of Formal Methods Europe Copenhagen, Denmark, July 22–24, 2002 Proceedings
Example text
Then we generate tests for each of the resulting state subsets, which we call precondition subdomains. The j th subdomain is: (∃ inputs, s , outputs • ( i Prei ) ∧ Postj ) . 30 B. Legeard, F. Peureux, and M. Utting For the example in Fig. 5, this means we generate tests for two precondition subdomains: one is the region a ∪ b and the other is b ∪ c. We test boundary values within each of these subsets. Note that the union of all the precondition subdomains (over all operations) covers all the interesting states for generating positive tests, because if a state is outside all precondition subdomains, then there are no operations enabled at that state, so no positive testing is possible.
The basis of the method is to test every operation of the system at every boundary state using all input boundary values of that operation. The test generation process is highly automated. It starts by calculating boundary goals from Pre/Post predicates derived from the formal model. Then each boundary goal is instantiated to a reachable boundary state, by searching for a sequence of operations that reaches the boundary goal from the initial state. This process makes intensive use of a set-oriented constraint technology, both for boundary computation and to traverse the state space.
University of California Press, 1948. Cesare Tinelli and Mehdi Harandi. A new correctness proof of the NelsonOppen combination procedure. In Frans Baader and Klaus U. Schulz, editors, Frontiers of Combining Systems: First International Workshop, volume 3 of Applied Logic Series, pages 103–119, Munich, Germany, March 1996. Kluwer. Laurent Th´ery. A certified version of Buchberger’s algorithm. In H. Kirchner and C. Kirchner, editors, Proceedings of CADE-15, number 1421 in Lecture Notes in Artificial Intelligence, pages 349–364, Berlin, Germany, July 1998.
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