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Erschienen in:
1996 | OriginalPaper | Buchkapitel
Fuzzy Interval Inference Utilizing the Checklist Paradigm and BK-Relational Products
verfasst von : L. J. Kohout, W. Bandler
Erschienen in: Applications of Interval Computations
Verlag: Springer US
Enthalten in: Professional Book Archive
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Many-valued logic based interval reasoning plays an increasingly important role in fuzzy and other many-valued extensions of two-valued (crisp) logic. It is often overlooked that many-valued logic (MVL) reasoning has a richer inference rule base than the crisp (i.e. classical two-valued) logic. Indeed some rules that are not possible in the crisp logic (which is point-based) do come to existence when we accept intervals as the basic elements of the semantic space ([0, 1] or a more general lattice) into which the logic expressions are valuated [11, 8, 37].