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Douglas Walton (auth.), Peter McBurney, Iyad Rahwan, Simon's Argumentation in Multi-Agent Systems: 6th International PDF

By Douglas Walton (auth.), Peter McBurney, Iyad Rahwan, Simon Parsons, Nicolas Maudet (eds.)

ISBN-10: 3642128041

ISBN-13: 9783642128042

ISBN-10: 364212805X

ISBN-13: 9783642128059

This booklet constitutes the completely refereed complaints of the sixth overseas Workshop on Argumentation in Multi-Agent structures, held in Budapest, Hungary, in may perhaps 2009, in organization with the eighth foreign convention on self reliant brokers and Multi-Agent structures (AAMAS 2009). The 18 revised complete papers have been rigorously reviewed and chosen from various submissions and are geared up in 4 topical sections on functional reasoning and argument approximately motion; persuasion and negotiation; argumentation idea; and purposes and feelings.

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Extra resources for Argumentation in Multi-Agent Systems: 6th International Workshop, ArgMAS 2009, Budapest, Hungary, May 12, 2009. Revised Selected and Invited Papers

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Xn , s) ◦ Argument: {Poss (A, s) ≡ ΠA (x1 , x2 . . , xn , s)} Poss(A, s) ≡ ΠA (x1 , x2 . . , xn , s) 34 A. Belesiotis, M. Rovatsos, and I. Rahwan If the opponent cannot make any valid DLD attacks, and cannot backup to attempt an alternative attack, then the dispute is a failing attack. Therefore, the plan proposal that initiated the dispute as well as the arguments that the proponent employed to support it are acceptable. 4 Parcel World Domain Example In this section, we present a simple example, revealing the key aspects of how the framework works.

In other words, A attacks B if a subset of A supports an argument that “contradicts” an assumption in B . This notion of attack is a binary relation over sets of assumptions which can be represented by a set of pairs attacks ⊆ A × A. Properties of sets of assumptions, aimed at sanctioning them (and the arguments they support) as “acceptable”, can be defined based on such a relationship. “Acceptable” sets of assumptions represent the rational arguments that intelligent agents may use to support their opinions.

Vk−3 }; r · ( Z ∈ CS PRO ∪ {vr , vr+2 , . . , vk−3 }). Z → Y . r - Y is a valid argument; - Y → vj ; - Y ∈ CS OPP ∪ {vj+1 , vj+3 , . . , vk−2 }; j - Y ∈ CS PRO ∪ {vj+2 , vj+4 . . , vk−3 }; j - ( Z ∈ CS PRO ∪ {vj , vj+2 , . . , vk−3 }). Z → Y . j Arguing about Plans in Situation Calculus 31 Effects: - Tk := Tk−1 + Y, vj ; - vk := Y ; - CS PRO := CS PRO k k−1 ; OPP - CS k := CS OPP ∪ Y ∪ {vj+1 , vj+3 , . . , vk−2 }; j - Pk := Pk−1 ; - Qk := Qk−1 . This move can be used by the opponent to attack the argument presented by the proponent in move μj , if there do not exist any more recent points in which the opponent can mount an alternative attack.

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Argumentation in Multi-Agent Systems: 6th International Workshop, ArgMAS 2009, Budapest, Hungary, May 12, 2009. Revised Selected and Invited Papers by Douglas Walton (auth.), Peter McBurney, Iyad Rahwan, Simon Parsons, Nicolas Maudet (eds.)


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