Plenary lecture 3: the fuzzy-interpolative adaptive controllers
Marius M. Bǎlaş · 2009
The lecture is discussing the fundamental sides of the fuzzy sets: the interpolative one. Since any fuzzy controller can be approximated by a corresponding interpolative one, the linear interpolations can be fully applied in almost any fuzzy sets application. The fuzzy-interpolative controllers are fuzzy controllers that may be equaled with linear interpolative networks. They are alloying the advantages of the linguistic representation of knowledge offered by the fuzzy side with the easiness of the interpolative implementations. Some applications focused on adaptive control and expert systems are presented.