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The Concept and Operation of Set
In mathematics, the sum of things with the same attributes is called a set.

In a certain field of thinking object, thinking object can exist in two different ways. One is a collection of similar molecules, and the other is a class of objects with the same properties. The basic operations of a set are intersection, union, relative complement, absolute complement and subset.

(1) intersection: In set theory, let A and B be two sets, and the set composed of all elements belonging to set A and set B is called the intersection of set A and set B, and is recorded as AOB.

(2) Union: Given two sets A and B, the set consisting of all their elements is called the union of set A and set B, which is denoted as AUB and pronounced as A and B.