Jäsenyysfunktioita
Jäsenyysfunktioita, or membership functions, are fundamental concepts in fuzzy logic and fuzzy set theory. They are used to define the degree to which an element belongs to a fuzzy set. Unlike classical set theory, where an element is either a member or not, fuzzy sets allow for partial membership. This is represented by a membership function that maps each element in the universe of discourse to a real number in the interval [0, 1].
There are several types of membership functions commonly used in fuzzy logic. The most basic is the
Membership functions play a crucial role in fuzzy inference systems, where they help to quantify the degree