By John-Jules Ch. Meyer, Pierre-Yves Schobbens (auth.), John-Jules Ch. Meyer, Pierre-Yves Schobbens (eds.)
This quantity presents a range of strictly refereed papers first offered in the course of a workshop held in the context of the ESPRIT ModelAge venture in Certosa di Pertignano, Italy, in 1997.
The 15 revised complete papers offered including an introductory survey via the amount editors have been conscientiously reviewed for inclusion within the ebook. The ebook is dedicated to the interdisciplinary learn of formal versions of supplier and clever brokers from the issues of view of man-made intelligence, software program engineering, utilized common sense, databases, and association thought. one of the subject matters addressed are quite a few different types of brokers and multi-agent platforms, cooperation, conversation, specification, verification, deontic good judgment, analysis, and determination making.
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Additional resources for Formal Models of Agents: ESPRIT Project ModelAge Final Workshop Selected Papers
9 8-122. 22 16. G. von Wright. The Logic of Preference, Edinburgh University Press, Edinburgh, 1963. nl 2 Warsaw University Institute of Informatics, ul. pl Abstract. A generic model for the internal dynamic behaviour of BDI agents is proposed. This model, a refinement of a generic agent model, explicitly specifies beliefs and motivational attitudes such as desires, goals, intentions, commitments, and plans, and their relations. A formal meta-language is used to represent beliefs, motivational attitudes and strategies.
A contrac˙ tion of K by φ is denoted by K −φ. Alchourr´ on, G¨ ardenfors and Makinson propose a number of plausible postulates which any deﬁnition of these operations should satisfy. The postulates for expansion are straightforward. Those for revision are as follows:10 (a) [Closure] K ∗ φ is a closed theory. 10 Where, Cn(S) is the deductive closure of S. Dynamic Belief Hierarchies 33 (b) [Inclusion] K ∗ φ ⊆ K + φ. (c) [Vacuity] If ¬φ ∈ K, then K + φ ⊆ K ∗ φ. (d) [Success] φ ∈ K ∗ φ. (e) [Consistency] If ⊥ ∈ K ∗ φ, then ¬φ ∈ Cn(∅).
In the following section a refinement of the component own_process_control is presented in which motivational attitudes (including beliefs, desires and intentions) play an important role. 5 A Model for Rational Agents with Motivational Attitudes The generic model and specifications of an agent described above, can be refined to a generic model of a rational BDI agent capable of explicit reasoning about its beliefs, desires, intentions and commitments. 1). 4). 44 Frances Brazier et al. 1 Rational Agents with Motivational Attitudes Before presenting the model, some of the assumptions upon which this model is based, are described.