fuzzy set theory

One, the membership function of the set

Each set A can correspond to a function, f: S -> {0,1}, S is a superset, and the value range has only 2 elements

butA=\{x\in S,f(x)=1\}

Second, fuzzy sets

As the name implies, each element is part of the set and part of it is not.

The membership function is changed to, f : S -> [0,1], and the value range is a closed interval.

An extension of the basic concept of collections:

 

 

 

 

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Origin blog.csdn.net/nameofcsdn/article/details/124306354