预订Mathematical Theory of Fuzzy Sets 模糊集的数学理论: 9781032905846 国外库房发货,通常付款后3-5周到货 作者:Wu, Hsien-Chung||出版社:Chapman and Hall/CRC出版时间:2024年12月 手机专享价 ¥ 当当价 降价通知 ¥5687 配送至 北京 至 北京市东城区 服务 由“中国进口图书旗舰店”发货,并提供售后...
To solve the problem the fuzzy sets theory can be used. Using the game theory, elements can be formulated indefinitely and a new model can be made [3]. Trying to estimate the aims of conflicts, the circumstances that influence the decision are divided into two groups. The first group—...
The theory of fuzzy sets was introduced in 1965 by Lotfi A. Zadeh as a generalization of the classical Cantorian set theory whose logical basis is the two-valued Boolean logic (compare also [Klaua 1965, 1967]). It was suggested in [Zadeh 1965] to use the minimumTM, the maximumSM, and...
A Fuzzy-Set-Theoretic Interpretation of Linguistic Hedges:语言模糊限制语的模糊集理论的解释 热度: Fuzzy Set Theory-Applications in the Social Sciences 热度: Advanced Review Fuzzy set theory H.-J. Zimmermann∗ Since its inception in 1965, the theory of fuzzy sets has advanced in a variety ...
摘要: In this article we shall introduce a set operation named superimposition. With the help of this new set operation, we shall discuss the theory of fuzzy sets from a new standpoint. Key words and phrases: fuzziness, randomness, complement of a fuzzy set. 被引量: 2 收藏...
Economic modelling and theory of fuzzy sets application in macroeconomic planning within the process of transition 来自 ResearchGate 喜欢 0 阅读量: 51 作者:Sofija Adi,O Sedlak 摘要: The transition process from administrative to (mainly) market mechanisms of managing and regulating the economy is ...
In the fuzzy set theory, the value of and element is determined via the membership of the element to a fuzzy set—resulting in a value between zero and one (and not just zero or one). Some basic concepts of fuzzy sets are as follows. Definition 1. (Fuzzy Set—FS)...
1.(Mathematics)mathsthe branch of mathematics concerned with the properties and interrelationships of sets 2.(Logic)logica theory constructed within first-order logic that yields the mathematical theory of classes, esp one that distinguishes sets from proper classes as a means of avoiding certain parad...
When ¯A(x)A¯(x) is always equal to one or zero we obtain a crisp(non-fuzzy) subset of ΩΩ.Fuzzy NumbersFuzzy number is a special type of fuzzy sets. Here we only involve triangular (shaped), or trapezoidal(shaped) fuzzy numbers. We will be using fuzzy numbers in this book ...
We extend the usual notion of fuzzy set in such a way that the elements of fuzzy sets again can be fuzzy sets. For such fuzzy sets of higher level the fuzzy set theoretic operations are generalized up to the notion of a fuzzy mapping. In our presentation of the results we use a suitab...