Fuzzy interpolation by convex completion of sparse rule bases
Laurent Ughetto, Didier Dubois, Henri Prade · 2002
This paper proposes an approach to the interpolation between sparse fuzzy rules, founded on a unique principle which supplements the classical approximate reasoning machinery. The case of rules of the form A/spl rarr/B, where A and B are intervals is first discussed, and then extended to fuzzy sets.