By Ana L.C. Bazzan, Karim Pichara
This e-book constitutes the refereed court cases of the 14th Ibero-American convention on man made Intelligence, IBERAMIA 2014, held in Santiago de Chile, Chile, in November 2014. The sixty four papers offered have been rigorously reviewed and chosen from 136 submissions. The papers are equipped within the following topical sections: wisdom engineering, wisdom illustration and probabilistic reasoning making plans and scheduling average language processing desktop studying fuzzy platforms wisdom discovery and information mining bio-inspired computing robotics imaginative and prescient multi-agent platforms agent-based modeling and simulation AI in schooling, affective computing, and human-computer interplay functions of AI and ambient intelligence.
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Extra resources for Advances in Artificial Intelligence -- IBERAMIA 2014: 14th Ibero-American Conference on AI, Santiago de Chile, Chile, November 24-27, 2014, Proceedings
Automata-theoretic techniques for modal logics of programs. J. Comput. Syst. Sci. 32, 183–221 (1986) 23. : Storage products and linear control of derivations. Theory of Computing Systems 42(2), 157–186 (2008) 24. : A geometric hierarchy beyond context-free languages. Theoretical Computer Science 104(2), 235–261 (1992) Inconsistency-Tolerant Reasoning in Datalog± Ontologies via an Argumentative Semantics Maria Vanina Martinez1 , Cristhian Ariel David Deagustini2,3(B) , Marcelo A. com Consejo Nacional de Investigaciones Cient´ıficas y T´ecnicas, Buenos Aires, Argentina 2 3 Abstract.
For our defeasible Datalog± framework, unless otherwise stated, we assume an arbitrary preference criterion among arguments. Let A1 , L1 and A2 , L2 be two arguments. We say that argument A1 , L1 is a defeater of A2 , L2 iff there exists a sub-argument A , L of A2 , L2 such that A1 , L1 A , L (it is a proper defeater) or counter-argues A , L at L, and either A1 , L1 A , L , and A , L A1 , L1 (it is a blocking defeater). A1 , L1 Definition 3. Given a defeasible Datalog± ontology KB defined over a relational schema R, a Datalog± argumentation framework F is a tuple LR , AKB , , where specifies a preference relation defined over AKB .
Science, 191–229 (1991) 17. : Principles and implementation of deductive parsing. Journal of Logic Programming 24, 3–36 (1995) 18. : Parsing schemata. Springer (1997) 19. : An efficiente augmented-context-free parsing algorithm. Computational Linguistics 13, 31–46 (1987) 20. : A robust class of context-sensitive languages. In: LICS, pp. 161–170. IEEE Computer Society (2007) 21. : Logic and Automata: A Match Made in Heaven. J. ) ICALP 2003. LNCS, vol. 2719, pp. 64–65. Springer, Heidelberg (2003) 22.
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