Download Web Services and Formal Methods: 5th International Workshop, by Mario Bravetti, Gianluigi Zavattaro (auth.), Roberto Bruni, PDF

By Mario Bravetti, Gianluigi Zavattaro (auth.), Roberto Bruni, Karsten Wolf (eds.)

This ebook constitutes the completely refereed post-workshop complaints of the fifth overseas Workshop on internet companies and Formal equipment, WS-FM 2008, held in Milan, Italy, in September 2008 along side the sixth overseas convention on company approach administration, BPM 2008.

The thirteen revised complete papers provided including one invited paper have been conscientiously reviewed and chosen from 39 submissions. The papers characteristic subject matters comparable to research, try, and verification; choreographies and technique calculi; transactions and interoperability; workflows and petri nets.

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Additional info for Web Services and Formal Methods: 5th International Workshop, WS-FM 2008, Milan, Italy, September 4-5, 2008, Revised Selected Papers

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A transition t (elementary or abstract) is fireable when several conditions are satisfied simultaneously: (1) Every IC(p, t) is satisfied for each input place p of the transition t and (2) the additional condition T C(t) is true. Moreover, a RECATNet generates during its execution a dynamical tree of threads (denoting the fatherhood relation and describing the inter-thread calls) where each of these threads has its own execution context. All threads of such a tree can be executed simultaneously. A step of a RECATNet is thus a step of one of its threads.

We use τ ∈ to denote an internal (unsynchronizable) computation. Definition 2. e. labels are either a receive (input) on some operation a ∈ N or an invoke (output) directed to some operation a ∈ N at some location l. In the following we introduce a process algebraic representation for contracts by using a basic process algebra with prefixes over {a, al , τ | a ∈ N , l ∈ Loc} and we show that from the LTS denoting a contract we can derive a process algebraic term whose behavior is the same as that of the LTS.

The marking of the place p must not include α, with α = ∅. α1 ∧ α2 Conditions α1 and α2 are both true. α1 ∨ α2 α1 or α2 is true. The semantics of a RECATNet can be explained informally as follows. In a RECATNet, there is a clear distinction between the firing condition of a given transition t and the tokens which may be destroyed during the firing action of t (respectively specified via the expression IC(p, t) and DT (p, t)). A transition t (elementary or abstract) is fireable when several conditions are satisfied simultaneously: (1) Every IC(p, t) is satisfied for each input place p of the transition t and (2) the additional condition T C(t) is true.

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