摘要
S-粗集(singular rough sets)存在三种形式:单向S-粗集(one direction singular rough sets),单向S-粗集对偶(dualof one direction singular rough sets)和双向S-粗集(two direction singular rough sets)。S-粗集具有动态特性,遗传特性,记忆特性和隐藏特性。利用S-粗集,给出了f-隐藏知识,F-隐藏知识,隐藏度和隐藏-依赖度的概念,提出了关于隐藏知识的隐藏定理和隐藏-依赖定理,并给出应用。
S-rough sets （singular rough sets） have three forms： one direction S-rough sets （one direction singular rough sets）, the dual of one direction S-rongh sets （ dual of one direction singular rough sets）, and two direction S-rough sets（ two direction singular rough sets）. S-rough sets have dynamic characteristics, genetic characteristics, memorial characteristics and hiding characteristics. By using S-rough sets, the concepts of f-hiding knowledge, F-hiding knowledge, hiding degree and dependence degree were presented, hiding theorem and dependence theorem of hiding knowledge were proposed, and the applications of hiding knowledge were given.
出处
《山东大学学报（理学版）》
CAS
CSCD
北大核心
2008年第4期33-37,41,共6页
Journal of Shandong University(Natural Science)
基金
福建省自然科学基金资助项目(S0650031)
三明学院重点学科建设基金资助项目(ZDXK0604)
山东省自然科学基金资助项目(Y2007H02)
关键词
单向S-粗集
f-隐藏知识
隐藏度
隐藏-依赖度
隐藏定理
隐藏-依赖定理
one direction S-rough sets
f-hiding knowledge
hiding degree
hiding-dependence degree
hiding theorem
hiding-dependence theorem
