퍼지이론과 확률론의 불확실성에 대한 고찰 = (The) study about the uncertainty of fuzzy theory and probability theory

다국어 초록 (Multilingual Abstract)

The truth or false dividing it emphasizes the dichotomy logic which it makes from mathematics. But human being live it questions only like this dichotomy logic it does not do to that extent. The what kind of thing is also the truth and also there is also a false but it is to be the neutral position which the truth is also false from thinking of the human being. For example, the flower report is pretty and, as only the which is not pretty it does not do. The what kind of person is pretty quite and, it is pretty in small quantity and, is a still like that will express. It is like this it shows with only the mathematics knowledge which we learn into the human being and will be the situation. Consequently, mathematics logic it will be clear and human being thinking it is vagueness it will can explain and the introduction of new mathematics theory will be necessary and to reach and in order to explain, the theory which is introduced is fuzzy theory. The fuzzy the original which is it is dim ambiguously and, the guard is not clearly and it is an intention. Namely, fuzzy theory has the theory which expresses the ambiguously dim thing at numerical value it is an objection which the subjective thought of the human being mathematics, explains.

목차 (Table of Contents)

• 목차
• 제1장 서론 = 1
• 제2장 퍼지이론의 개념 = 4
• 2.1 퍼지이론의 배경 = 4
• 2.2 일반집합의 정의 및 기본성질 = 5
• 2.3 퍼지집합의 정의 및 기본성질 = 10
• 2.4 퍼지집합 개념의 확장 = 19
• 제3장 불확실성의 의미와 표현 = 23
• 3.1 불확실성 = 23
• 3.2 확률이론 = 24
• 3.3 확신도 = 33
• 3.4 Demster-Shafer 증거이론 = 36
• 3.5 가능성이론 = 41
• 제4장 결론 = 49
• 참고문헌 = 51
• ABSTRACT