Read e-book online Tests and Proofs: 7th International Conference, TAP 2013, PDF

By Bernhard K. Aichernig, Elisabeth Jöbstl, Matthias Kegele (auth.), Margus Veanes, Luca Viganò (eds.)

ISBN-10: 3642389155

ISBN-13: 9783642389153

ISBN-10: 3642389163

ISBN-13: 9783642389160

This booklet constitutes the refereed court cases of the seventh foreign convention on attempt and Proofs, faucet 2013, held in Budapest, Hungary, in June 2013, as a part of the STAF 2013 Federated meetings. The 12 revised complete papers awarded including one educational have been conscientiously reviewed and chosen from 24 submissions. The papers are dedicated to the synergy of proofs and exams, to the applying of ideas from either side and their mix for the development of software program caliber. The papers are with regards to the subsequent subject matters: attempt new release; model-based trying out and mutants; declarative debugging; and power testing.

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Get Tests and Proofs: 7th International Conference, TAP 2013, PDF

This booklet constitutes the refereed complaints of the seventh overseas convention on try and Proofs, faucet 2013, held in Budapest, Hungary, in June 2013, as a part of the STAF 2013 Federated meetings. The 12 revised complete papers provided including one educational have been conscientiously reviewed and chosen from 24 submissions.

Additional resources for Tests and Proofs: 7th International Conference, TAP 2013, Budapest, Hungary, June 16-20, 2013. Proceedings

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C<2 q4 (b) q0 b? c := 0 e! c<2 d! c≥3 e! c<2 q3 q1 P ASS d! c<2 (c) q2 c≤3 e! c<2 q3 F AIL 21 q4 (d) Fig. 1. Timed mutants example: (a) TA model A; (b) mutant M1 ; (c) a test case generated from M1 and (d) mutant M2 problems. In the past decades, large part of the effort invested by the verification research community went into developing methods that fight the state-space explosion problem (see for example [11,7,13]). Model-based testing [31] was introduced as a pragmatic compromise between the conceptual simplicity of classical testing, and automation and exhaustiveness of model checking.

Formally, we have the following proposition, proved in [17]. Proposition 1. Given a deterministic TAIO AS and its demonic completion d(AS ), for any TAIO AI , AI tioco AS if and only if AI tioco d(AS ). It turns out that given two TAIO AS and AI , by applying demonic completion d(AS ) to AS , checking tioco of AI to AS is equivalent to checking the language inclusion L(AI ) ⊆ L(d(AS )), a result stated in the next Proposition, and which follows from Lemma 3 and Proposition 3 in [17]. Proposition 2.

C≥2 AI tioco AS , then the set of observable traces of AI is included in the a? a? ΣI ∪ ΣO c<2 c<2 set of observable traces of AS , while b? the converse is not true in general. However, if AS is input-enabled, then x! a? x! a? the set inclusion between observable traces of AI and AS also implies the ... tioco conformance of AI to AS . (a) (b) Specification automaton AS has often intentionally under-specified inFig. 3. Demonic completion of TAIO: (a) puts in order to model assumptions A; and (b) d(A) about the environment in which the SUT is designed to operate correctly.

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Tests and Proofs: 7th International Conference, TAP 2013, Budapest, Hungary, June 16-20, 2013. Proceedings by Bernhard K. Aichernig, Elisabeth Jöbstl, Matthias Kegele (auth.), Margus Veanes, Luca Viganò (eds.)


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