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Formal Methods for Industrial Critical Systems: 14th by María Alpuente, Byron Cook, Christophe Joubert

By María Alpuente, Byron Cook, Christophe Joubert

This booklet constitutes the complaints of the 14th foreign Workshop on Formal tools for business severe platforms, FMICS 2009 held in Eindhoven, The Netherlands, in November 2009.

The 10 papers offered have been rigorously reviewed and chosen from 25 submissions. the quantity additionally contains with four invited papers and six posters.

The goal of the FMICS workshop sequence is to supply a discussion board for researchers who're attracted to the improvement and alertness of formal tools in undefined. It additionally strives to advertise study and improvement for the advance of formal equipment and instruments for business functions.

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Additional resources for Formal Methods for Industrial Critical Systems: 14th International Workshop, FMICS 2009, Eindhoven, The Netherlands, November 2-3, 2009, Proceedings (Lecture ... / Programming and Software Engineering)

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If the added value of such an approach has been demonstrated over the year, using a formal method is not the panacea and requires some precautions when introduced in an industrial development cycle. Keywords: B formal method, deployment, industry. 1 Introduction Historically, the B Method [1] was introduced in the late 80’s to design correctly safe software. Promoted and supported by RATP1, B and Atelier B, the tool implementing it, have been successfully applied to the industry of transportation.

To illustrate this methodology, we consider a simple While-language with integer expressions and arrays. Its syntax is given by: P ::= {P } | skip | P1 ; P2 | V := Eint | A[Eint ] := Eint Eint | if (Ebool ) then P1 else P2 | while (Ebool ) P ::= Constint |Eint op Eint |A[Eint ]|... Ebool ::= true|f alse|Ebool ∧ Ebool |Ebool ∨ Ebool |Eint opRel Eint For simplicity we do not include any form of variable declaration. Instead, we consider a fixed State type to keep track of all the variable values during the execution of the program.

The techniques allow for the integration of interactive proof techniques (required given the difficulty and generality of the results sought) in a verification infrastructure that is capable of discharging many verification conditions automatically. To this end, the difficult results in the verification process (to be proved interactively) are isolated as a set of lemmas. The fundamental notion of natural invariant is used to link the specification level and the interactive proof construction process. 1 Introduction Software implementations of cryptographic algorithms and protocols are at the core of security functionality in many IT products.

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