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复模糊值函数的收敛性
The Convergence of Complex Fuzzy-Valued Functions
【摘要】 复模糊值函数是定义在实数集R上取值于F(C)(所有的复模糊数的集合)中的复模糊数的函数.将在新的序关系意义下,定义复模糊值函数的极限,并讨论复模糊值函数的收敛性质及Cauchy收敛判别法等.
【Abstract】 Complex fuzzy-valued functions mean that the functions are defined in real numbers field R and take values in F(C)(the set of all complex fuzzy numbers).In the sense of this new ovder relation,this paper will define the limit of of the complex fuzzy-valued,discuss the character of convergence and Cauchy′s criterion for convergence of complex fuzzy-valued functions.
【关键词】 复模糊数;
复模糊值函数;
复模糊值函数的收敛性;
【Key words】 complex fuzzy numbers; complex fuzzy-valued function; the convergence of complex fuzzy-valued function;
【Key words】 complex fuzzy numbers; complex fuzzy-valued function; the convergence of complex fuzzy-valued function;
【基金】 哈尔滨学院学科发展研究基金项目(HXK200713);黑龙江省教育厅科学技术研究项目(10553029)
- 【文献出处】 数学的实践与认识 ,Mathematics in Practice and Theory , 编辑部邮箱 ,2008年01期
- 【分类号】O159
- 【被引频次】9
- 【下载频次】117