Download Computational Logic in Multi-Agent Systems: 14th by Elena Cabrio, Sara Tonelli, Serena Villata (auth.), João PDF

By Elena Cabrio, Sara Tonelli, Serena Villata (auth.), João Leite, Tran Cao Son, Paolo Torroni, Leon van der Torre, Stefan Woltran (eds.)

This e-book constitutes the court cases of the 14th foreign Workshop on Computational good judgment in Multi-Agent structures, CLIMA XIV, held in Corunna, Spain, in September 2013. The 23 normal papers have been conscientiously reviewed and chosen from forty four submissions and provided with 4 invited talks. the aim of the CLIMA workshops is to supply a discussion board for discussing strategies, in accordance with computational good judgment, for representing, programming and reasoning approximately brokers and multi-agent platforms in a proper manner. This variation will function targeted classes: Argumentation applied sciences and Norms and Normative Multi-Agent Systems.

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Extra info for Computational Logic in Multi-Agent Systems: 14th International Workshop, CLIMA XIV, Corunna, Spain, September 16-18, 2013. Proceedings

Example text

Hence, 32 R. Baumann and G. Brewka these (non)-relations do not hold here either. A counter-example remains to be given for F ≡pr,MC G⇒ / F ≡pr W W G. F∶ a1 a2 a3 b1 b2 b3 G∶ a1 a2 a3 b1 b2 b3 One may check that Epr (F ) = Epr (G) = {{b3 }}. Furthermore, A(F ) = A(G). ConG F F sequently, for any set E ⊆ A(F ), either Npr,W (E) = Npr,W (E) = 0 or Npr,W (E) = G Npr,W (E) = ∞ (compare Definition 7 in [7]). Hence, F ≡pr,MC G is shown (TheoW G F . rem 6 in [7]).

Arbitrary, normal and strong expansions. Furthermore, members of the family of minimal change equivalence relations are shown to be intermediate forms between strong expansion and standard equivalence. t. weak expansions change their position in comparison to stable semantics. Proposition 4. For preferred semantics and arbitrary argumentation frameworks the following relationships hold: – strong equivalence = normal expansion equivalence = local expansion equivalence, – MC equivalence with arbitrary expansion = MC equivalence with normal expansion = MC equivalence with strong expansion, – strong equivalence ⊊ strong expansion equivalence ⊊ MC equivalence with arbitrary expansion ⊊ MC equivalence with weak expansion ⊊ standard equivalence, – strong equivalence ⊊ weak expansion equivalence ⊊ MC equivalence with weak expansion.

987–996 (2011) 10. : Getting good value. facts, values, and goals in computational linguistics. In: Procs. of ICCS 2010, pp. 989–998 (2001) 11. : The carneades model of argument and burden of proof. Artif. Intell. 171(10-15), 875–896 (2007) 12. : Legal reasoning with argumentation schemes. In: ICAIL 2009, pp. 137–146. ACM (2009) 13. : Dialectical argumentation to solve conflicts in advice giving: a case study in the promotion of healthy nutrition. Int. J. -Comput. Stud. 53(6), 1077–1115 (2000) From Discourse Analysis to Argumentation Schemes and Back 17 14.

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