By Steffen Staab, Vojtech Svatek
ISBN-10: 3540463631
ISBN-13: 9783540463634
This publication constitutes the refereed complaints of the fifteenth overseas convention on wisdom Engineering and information administration, EKAW 2006, held in Podebrady, Czech Republic in October 2006.
The 17 revised complete papers and sixteen revised brief papers offered including 2 invited talks have been rigorously reviewed and chosen from 119 submissions. The papers are equipped in topical sections on wisdom acquisition, ontology engineering, ontology studying, ontology mapping and evolution, semantic seek, consumer interfaces, wisdom discovery, semantics from networks and crowds, and applications.
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Extra resources for Managing Knowledge in a World of Networks: 15th International Conference, EKAW 2006, Podebrady, Czech Republic, October 6-10, 2006, Proceedings
Example text
4 It includes the option at each stage to find counterexamples by runnning the embryo constraint against remote databases. Values from these can then be fed back by copy-and-paste to refine the constraint. We have transformation programs [5,7] that can take the output and turn it into XML(RDFS) constructs which completely capture the ER diagram. The system is Data Independent, in that its abstract form applies across a wide range of data storage systems. D. L. Kemp we give quantified formulae in FOL which can be mathematically transformed and combined with others across the web [4].
L Eshelman. Mole: a knowledge-acquisition tool for cover-and-differentiate systems. In S. ), editor, Automating Knowledge Acquisition for Expert Systems, pages 37–80. Kluwer Academic, Norwood, Mass, 1988. 3. Eugene C. Freuder. Partial Constraint Satisfaction. In Proceedings of the Eleventh International Joint Conference on Artificial Intelligence, IJCAI-89, Detroit, Michigan, USA, pages 278–283, 1989. 4. M. Frisch, M. Grum, C. Jefferson, B. Martinez-Hernandez, and I. Miguel. The essence of essence: A constraint language for specifying combinatorial problems.
One of our design aims, from early experience, was to eliminate the need for a user to key in brackets, partly because this might change expression meaning in subtle ways, and also because it might need extra levels of sub-expression builder which are confusing. Thus any existential quantifier must be on the right of the last implication. Likewise, any arithmetic expressions must have an unbracketed sequence of terms, but the constraint may include well formed bracketed terms generated by copy and paste.