L_(■_1)-不分明化邻近结构和滤子  

L_(■_1)-Fuzzifying Proximity Structure and Filter

作　　者：蒋志勇[1] 

机构地区：[1]华东交通大学基础科学学院,江西南昌330013

出　　处：《华东交通大学学报》2009年第3期85-87,共3页Journal of East China Jiaotong University

摘　　要：本文基于连续值逻辑用语义方法定义了不分明化δ-邻近结构和不分明化滤子,并由不分明化δ-邻近结构给出了δ-不分明化邻域系的概念;证明了这种定义下的δ-不分明化邻域系构成不分明化滤子,得到了不分明化δ-邻近结构的可分离性与δ-不分明化邻域系N_x的T_1、T_0-可分离性的等价性。This article defines the fuzzifying δ-proximity structure and fuzzifying filter based on the continous value log ic with the semantic method, and gives the concept of the δ- fuzzifying neighborhood system by the fuzzifyingδ- proximity structure. It proves the δ-fuzzifying neighborhood system is the fuzzifying filter, obtains the fuzzifying if-proximity structure separability and T1, T0- separability equivalence of the δ-fuzzifying neighborhood system.

关 键 词：不分明化 δ-邻近结构 不分明化滤子 δ-不分明化邻域系 

分 类 号：B815.6[哲学宗教—逻辑学] O189[理学—数学]