Team VerTeCs

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Overall Objectives
Scientific Foundations
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Software
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Section: Overall Objectives

Overall Objectives

The VerTeCs team is focused on the reliability of reactive software using formal methods. By reactive software we mean software that continuously reacts with its environment. The environment can be a human user for a complete reactive system, or another software using the reactive software as a component. Among these, critical systems are of primary importance, as errors occurring during their execution may have dramatic economical or human consequences. Thus, it is essential to establish their correctness before they are deployed in a real environment. Correctness is also essential for less critical applications, in particular for COTS components whose behavior should be trusted before integration in software systems.

For this, the VerTeCs team promotes the use of formal methods, i.e. formal specification and mathematically founded analysis methods. During the analysis and design phases, correctness of specifications with respect to requirements or higher level specifications can be established by formal verification . Alternatively, control consists in forcing specifications to stay within desired behaviours by coupling them with a supervisor. During validation, testing can be used to check the conformance of implementations with respect to their specifications. Test generation is the process of automatically generating test cases from specifications.

More precisely, the aim of the VerTeCs project is to improve the reliability of reactive systems by providing software engineers with methods and tools for automating the verification, the test generation and controller synthesis from formal specifications. We adapt or develop formal models for the description of testing and control artifacts, e.g. specifications, implementations, test cases, supervisors. We formally describe correctness relations (e.g. conformance or satisfaction). We also formally describe interaction semantics between testing artifacts. From these models, relations and interaction semantics, we develop algorithms for automatic test and controller synthesis that ensure desirable properties. We try to be as generic as possible in terms of models and techniques in order to cope with a wide range of specification languages and application domains. We implement prototype tools for distribution in the academic world, or for transfer to industry.

Our research is based on formal models and our basic tools are verification techniques such as model checking, theorem proving, abstract interpretation, the control theory of discrete event systems, and their underlying models and logics. The close connection between testing, control and verification produces a synergy between these research topics and allows us to share theories, models, algorithms and tools.


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