By Ana L.C. Bazzan, Karim Pichara
This ebook constitutes the refereed lawsuits 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 geared up within the following topical sections: wisdom engineering, wisdom illustration and probabilistic reasoning making plans and scheduling traditional language processing laptop studying fuzzy structures 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 purposes of AI and ambient intelligence.
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Extra info for Advances in Artificial Intelligence -- IBERAMIA 2014: 14th Ibero-American Conference on AI, Santiago de Chile, Chile, November 24-27, 2014, Proceedings
For this reason, in the following section we propose an argumentation-based procedure to answer queries in defeasible Datalog± ontologies. 4 Argumentation-Based Reasoning in Defeasible Datalog± Conflicts in defeasible Datalog± ontologies come, as in classical Datalog± , from the violation of negative constraints. Intuitively, two atoms are in conflict relative to a defeasible Datalog± ontology whenever they are both derived from the ontology (either strictly o defeasible) and together map to the body of a negative constraint.
Thesis. 1 The Algorithm to Update the Multi-Stack Algorithm 1. , (wk , pk , idk )], where w0 ≤O wj ≤O wk Let AdjL be the adjacency list used to represent the graph Let cid be the identifier of each individual stack, for any w0 , wj , wk in MStack. t. M. Casta˜no References 1. : Computational complexity in two-level morphology. In: Proc. of the 24th ACL, pp. 53–59, New York (1986) 2. , Walsh, T. (eds): Handbook of Satisfiability. IOS Press (2009) 3. : Weak second-order arithmetic and finite automata.
Ui yi #i , . . , η1 #1 wAγ ⇒ ηk , . . , ti ui yi #i , . . , η1 #1 wαγ – else ηk #k , . . , η1 #1 wAγ ⇒ tk+1 #k+1 ηk #k , . . , η1 #1 wαγ ( t is now the greatest top element in the multi-stack, and a new stack will be added at k + 1). 3. If A → α is a production (a pop production ) and t is the least element of the top t¯ of stacks ts then remove t from the top of its stack. Say t is at the stack i formally ti ∈ ts ∧ (∀tj ∈ ts : ti ≤O tj ), where 1 ≤ i ≤ k : – then ηk , . . , ti yi #i , .
Advances in Artificial Intelligence -- IBERAMIA 2014: 14th Ibero-American Conference on AI, Santiago de Chile, Chile, November 24-27, 2014, Proceedings by Ana L.C. Bazzan, Karim Pichara