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Titlebook: Conceptual Structures: Knowledge Architectures for Smart Applications; 15th International C Uta Priss,Simon Polovina,Richard Hill Conferenc

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A Datatype Extension for Simple Conceptual Graphs and Conceptual Graphs Rulesction has led to strong syntactic restrictions (datatyped concept nodes of a target graph cannot be generic). This restriction, however, allows us to smoothly upgrade our extension to rules, and to introduce functional relations (that compute the value of datatyped concept nodes) while keeping sound and complete reasonings.
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An Inferential Approach to the Generation of Referring Expressionsits presence but not if it would be absent. Since .s allow a substantial generalisation of the GRE problem, we show how the resulting formalism can be used by a . algorithm that . uniquely to objects in the scene.
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A Conceptual Graph Description of Medical Data for Brain Tumour Classificationterogeneity of the data to be integrated pose a number of challenging problems. This paper shows how Conceptual Graphs can be employed to describe the data sources in the HealthAgents system. Such knowledge representation based description of data allows for reasoning power when querying and for data modularisation capabilities.
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Reducing the Representation Complexity of Lattice-Based Taxonomiesscription task at a certain level of detail. We propose a method where the notion of stability is introduced to select potentially more pertinent concepts. We present some theoretical properties of stability and discuss several use cases where taxonomy building is an issue.
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Le Rôle et la Compétence du Jugeal graph model) guided both by the relational schema and by the data it contains; secondly, the evaluation of the validity of the expert statements within the experimental data, using annotated conceptual graph patterns.
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The Turn to Market-Driven Politics (1979–90)e family of left clearings forms a complete dually .-distributive lattice, where . denotes the length of (., ≤ ). Using these results, we determine that parameter . for . lattices for the .-distributivity and dually .-distributivity.
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978-3-540-73680-6Springer-Verlag Berlin Heidelberg 2007
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