FGCounts of Fuzzy Sets with Triangular Norms
Maciej Wygralak, Daniel Pilarski · 2000
The “fuzzy” approach to the question of cardinality of a fuzzy set offers a very adequate and complete cardinal information in the form of a convex fuzzy set of ordinary cardinal numbers (of nonnegative integers, in the finite case). The existing studies of that approach, however, are restricted to cardinalities of fuzzy sets with the classical min and max operations. In this paper, we like to present a generalization of FGCounts to triangular norm-based fuzzy sets. Some remarks about an analogous generalization of FLCounts and FECounts will be given, too. These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.