Artificial Intelligence: Methodology, Systems, and by Galia Angelova, Ognyan Kalaydjiev (auth.), Fausto

By Galia Angelova, Ognyan Kalaydjiev (auth.), Fausto Giunchiglia (eds.)

This e-book constitutes the refereed complaints of the eighth overseas convention on man made Intelligence: technique, platforms, functions, AIMSA'98, held in Sozopol, Bulgaria, in September 1998.
The forty revised complete papers awarded have been conscientiously reviewed and chosen from a complete of ninety submissions. The papers deal with the complete spectrum of present subject matters in AI, particularly case-based reasoning, multi-agent structures, making plans and temporal reasoning, determination strategies, inductive reasoning, abduction, constraint-based reasoning, wisdom acquisition, knowledge-based platforms, studying, typical language processing, temporal and causal reasoning, etc.

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Additional resources for Artificial Intelligence: Methodology, Systems, and Applications: 8th International Conference, AIMSA’98 Sozopol, Bulgaria, September 21–23, 1998 Proceedings

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Often solution plans that simply achieve end goals are unsatisfactory since real user may have more complex goals. We call these goals non end goals or extended goals. Many different extended goals can arise in real world problems. In many cases the user wants solutions which cannot be characterized simply by a final state, but solutions which verify some specific properties. g. g. g. g. g. I want you come back from Florence with the same car you used to go there). Implementations of planners which have some capabilities of handling constraints are rare.

Logical Connectives 1. Negation COMPILE(--e) -- ~COMPILE(~b) 2. Disjunction COMPILE(r V r ----COMPILE(e) V COMPILE(r 3. Conjunction COMPILE(r A r = COMPILE(e) A COMPILE(r Quantifiers on steps 4. Existential quantifier COMPILE((B's)r = V~eo(aa A COMPILE(r 5. Universal quantifier COMPILE((V's)r = A a e o ( a ~ D COMPILE(r Quantifiers on situations 6. Existential quantifier COMPILE((3tt)r -- vT=I C O M P I L E ( r 7. Universal quantifier COMPILE((~at)r = AT=I C O M P I L E ( r Precedence Constraints 8.

3. R. S. Boyer and J S. Moore. Integrating Decision Procedures into Heuristic Theorem Provers: A Case Study of Linear Arithmetic. Machine Intelligence (Logic and the Acquisition of Knowledge), 11:83-124, 1988. 38 4. S. S. Moore. A Computational Logic. Academic Press, 1979. ACM monograph series. 5. S. S. Moore. Integrating Decision Procedures into Heuristic Theorem Provers: A Case Study of Linear Arithmetic. Machine Intelligence, 11:83-124, 1988. 6. N. P. Jouannaud. Rewriting systems. In Handbook of Theoretical Computer Science, pages 243-320.

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