摘要
复模糊数是模糊复分析中的基本概念,在模糊复分析中,它的运算是基于扩张原理的形式给出的,是对元素遍历某个条件所对应的结果进行运算,这种遍历过程给实际操作带来了很多的不便,因此,在一定程度上也阻碍了模糊复分析理论的应用。对此,本文基于模糊结构元的理论基础,探讨了复模糊数运算的另一种新的途径,这种方法简化了复模糊数的运算,也为模糊复分析理论和应用的研究提供了一个新工具。
Complex fuzzy numbers are the basic concepts of fuzzy complex analysis,and its operation is given in the form based on the principle of extension,and is all the results to traverse a condition.This traversal process to the practice has brought a lot of inconvenience,Therefore,it hampered the application of the theory of fuzzy complex analysis,to a certain extent.In this regardr we discussion a new way of computing the complex fuzzy numbers based on the theory of fuzzy structure element,in this pape.This way simplifies the operation of complex fuzzy numbers,but also provides a new tools for fuzzy complex analysis theory and application.
出处
《模糊系统与数学》
CSCD
北大核心
2011年第5期85-89,共5页
Fuzzy Systems and Mathematics
基金
河北交通职业技术学院科学技术项目(J-201005)
关键词
模糊结构元
复模糊数
模糊复分析
Fuzzy Structured Element
Complex Fuzzy Numbers
Fuzzy Complex Analysis
