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The Triplet Modeling of Concept Connections

In A. Rojszczak, J. . Cachro & G. Kurczewski (eds.), Philosophical Dimensions of Logic and Science. Selected Contributed Papers from the Eleventh International Congress of Logic, Methodology, and Philosophy of Science. Kluver. pp. 317-330 (2003)

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  1. On the Triplet Frame for Concept Analysis.Vladimir Kuznersov - 1999 - Theoria 14 (1):39-62.
    The paper has two objectives: to introduce the fundamentals of a triplet model of a concept, and to show that the main concept models may be structurally treated as its partial cases. The triplet model considers a concept as a mental representation and characterizes it from three interrelated perspectives. The first deals with objects (and their attributes of various orders) subsumed under a concept. The second focuses on representing structures that depict objects and their attributes in some intelligent system. The (...)
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  • On Triplet Classification of Concepts.Vladimir Kuznetsov - 1997 - Knowledge Organization 24 (3):163-175.
    The scheme for classifications of concepts is introduced. It has founded on the triplet model of concepts. In this model a concept is depicted by means of three kinds of knowledge: a concept base, a concept representing part and the linkage between them. The idea of triplet classifications of concepts is connected with a usage of various specifications of these knowledge kinds as classification criteria.
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  • Types of Concept Fuzziness.Vladimir Kuznetsov & Elena Kuznetsova - 1998 - Fuzzy Sets and Systems 96 (2):129-138.
    The short exposition of the triplet model of concepts and some definitions connected with it are given. In this model any concept may be depicted as having three characteristics: a base, a representing part and the linkage between them. The paper introduces the fuzzification of concepts in terms of the triplet model.
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  • The concept of representation and the representation of concepts in connectionist models.T. Goschke & Dirk Koppelberg - 1991 - In William Ramsey, Stephen P. Stich & D. M. Rumelhart (eds.), Philosophy and Connectionist Theory. Hillsdale, N.J.: Lawrence Erlbaum. pp. 129--161.
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