所属 専修大学 商学部 職種 教授
|発表テーマ||On Fuzzy Integral Representation in Fuzzy Switching Functions, Fuzzy Rules and Fuzzy Control Rules|
|会議名||IFSA, Proceedings of the Eighth International Fuzzy Systems Association World Congress|
|主催者||IFSA, Proceedings of the Eighth International Fuzzy Systems Association World Congress|
It is known that a fuzzy switching function without negations and constants is represented as a fuzzy measure Sugeno integral or Choquet integral model. In this paper, we show that a fuzzy switching function with constants and without negations is represented as a Sugeno integral model. In case of Choquet integral model, phrases are interpreted as rules of a switching function, so Choquet integral is a new integration method of phrases. As rules of fuzzy controls are represented as fuzzy switching functions, fuzzy controls are represented using Sugeno Integral. Lastly, we propose Choquet integral gravity control method replased by min-max-gravity method.