摘要
针对Pawlak粗集理论的现况,着重介绍了S-粗集、函数S-粗集的定义、两种结构及对偶形式,详细讨论了S-粗集与Pawlak粗集之间的关系,函数S-粗集与S-粗集、Pawlak粗集之间的关系。最后给出了S-粗集理论的可应用领域。
The authors briefly analyze the present situation of Pawlak Rough sets, and emphatically introduce the definitions of S-rough sets and Function S-rough sets, two mathematical structures and the dual forms, The authors detailedly summarize the relation between S-rough sets and Pawlak Rough sets, the relation between function S-rough sets and S-rough sets Pawlak Rough sets, and the relation between function S-rough sets and Pawlak Rough sets. At last the authors give the available applications of S-rough sets theory,
出处
《计算机科学》
CSCD
北大核心
2007年第6期156-157,共2页
Computer Science
基金
陕西省自然科学基金项目:直觉模糊粗糙集理论研究
项目编号:2006F18。
关键词
粗集
S-粗集
函数S-粗集
关系定理
Rough sets, S-rough sets, Function S-rough sets, Relation theorem