New PDF release: Agent-Oriented Software Engineering III: Third International

By Alexander Artikis, Marek Sergot, Jeremy Pitt (auth.), Fausto Giunchiglia, James Odell, Gerhard Weiß (eds.)

ISBN-10: 354000713X

ISBN-13: 9783540007135

Over the earlier 3 a long time, software program engineers have derived a gradually greater figuring out of the features of complexity in software program. it's now generally acknowledged thatinteraction is without doubt one of the most crucial unmarried char- teristic of advanced software program. software program architectures that include many dyna- cally interacting parts, every one with their very own thread of keep watch over, and eng- ing in advanced coordination protocols, are usually orders of value extra complicated to properly and e?ciently engineer than those who easily compute a functionality of a few enter via a unmarried thread of keep watch over. regrettably, it seems that many (if no longer such a lot) real-world functions have accurately those features. for that reason, an important examine subject in c- puter technological know-how over at the very least the previous twenty years has been the advance of instruments and strategies to version, comprehend, and enforce platforms during which interplay is the norm. certainly, many researchers now think that during destiny computation itself may be understood as chie?y a means of interaction.

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Extra resources for Agent-Oriented Software Engineering III: Third International Workshop, AOSE 2002 Bologna, Italy, July 15, 2002 Revised Papers and Invited Contributions

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In turn, the representation and manipulation of such formulae is based on Ordered Reduced Binary Decision Diagrams (in short Bdds), a canonical form for propositional formulae (see [8] for an overview). This allows for a compact representation and efficient exploration of FSMs of extremely large size, as it is often the case in the case of systems of practical utility. In the following we do not describe the implementation details underlying Binary Decision Diagrams, and we confuse propositional formulae with their Bdd representation.

The idea is that it is satisfiable in a state s of if and only if its matrix (φ ∧ ψ ∧ σ) is satisfiable in all the states associated with the explicit beliefs labeling s. e. {2}. Bi (φ ∧ ψ ∧ σ) is not true in state 4, since Bi ψ labeling 4 is associated with {1, 2} in i, and 1 does not satisfy φ ∧ ψ ∧ σ. Let us call T rueExplα,i (s) the set of explicit bridge atoms of view α, of the form Bi φ, which are true at s (T rueExplα,i (s) = Explα,i ∩ L(s)). The states of view αi compatible with s are those states belonging to the intersection, over the explicit bridge atoms true at s, of the sets of states compatible with T rueExplα,i (s).

E. {2}. Then, we collect every state s of such that all of the states of i associated to it by the the explicit beliefs holding in s are contained in {2}. e. the union of {1, 2}, corresponding to the states labeled by Bi σ, and {5, 6}, corresponding to the states labeled by both Bi ψ and Bi φ. Indeed, in this example C −1 ,i ([[φ ∧ ψ ∧ σ]]i ) = {{Bi σ}, {Bi ψ, Bi φ}}. g. {{Bi φ, Bi ψ}, {Bi σ}}). The first set, {Bi φ, Bi ψ}, is part of the result since the intersection of the states associated to Bi φ and Bi ψ is contained in the set {2}.

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Agent-Oriented Software Engineering III: Third International Workshop, AOSE 2002 Bologna, Italy, July 15, 2002 Revised Papers and Invited Contributions by Alexander Artikis, Marek Sergot, Jeremy Pitt (auth.), Fausto Giunchiglia, James Odell, Gerhard Weiß (eds.)


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