Titlebook: Conceptual Structures: Common Semantics for Sharing Knowledge; 13th International C Frithjof Dau,Marie-Laure Mugnier,Gerd Stumme Conference

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Representation of Data Contexts and Their Concept Lattices in General Geometric Spacesersal algebra) can be assigned to the object set of a many-valued context such that the extents can be described by the congruence classes of the algebra. Since congruence class spaces have a natural geometric nature the outlined approach can be interpreted as a geometric representation of concept l

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Morphisms in Contextsis (FCA), morphisms can be used for the study of structural properties of knowledge represented in formal contexts, with applications to data transformation and merging. In this paper we present a comprehensive treatment of some of the most important morphisms in FCA and their relationships, includ

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Contextual Logic and Aristotle’s Syllogistic. For preparing this, a short sketch of . is presented. Then it is shown how a . for Aristotle’s syllogisms can be developed on the basis of so-called syllogistic contexts. This semantic approach is used to determine . for elementary judgments within syllogistic contexts. Finally, directions of furt

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States of Distributed Objects in Conceptual Semantic Systemsong as the notions of “moment” and “place” are not made explicit in their granularity the meaning of that idea is not clear. It became clear by the introduction of Conceptual Time Systems with Actual Objects and a Time Relation (CTSOT) using an explicit granularity description for space and time and

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Hierarchical Knowledge Integration Using Layered Conceptual Graphsyered Conceptual Graphs (LCGs), a hierarchical extension of conceptual graphs that address interoperability issues..We introduce LCGs on the basis of a new graph transformation system, which could be an appropriate hierarchical graph model for applications that require consistent transformations. We

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Evaluation of Concept Lattices in a Web-Based Mail Browserributes; secondly, the relatedness of concepts is revealed by providing a hierarchy of formal concepts in the information space. Finally, the concept lattice (drawn as a line diagram) reveals inferences that can automatically derive association rules. Therefore, a major hypothesis of the application

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