摘要
给出数据分离与它的属性状态特征生成的基本理论。利用逆P-集合的结构与动态特征,给出数据外分离,数据内分离与数据外-内分离概念,给出数据分离特征,给出数据分离生成的属性状态特征。给出数据补充定理,数据删除定理与数据补充-删除定理。给出数据外分离的属性基数定理,数据内分离的属性基数定理与数据外-内分离的属性基数定理。论文给出的理论结果是数据分离生成的特征。
This article gives the basic theory of data separation as well as the generation theory of attribute state characteristics for data separation. By employing the structures and dynamic characteristics of inverse P-sets,the concepts of data outer separation,data internal separation and data outer-internal separation are proposed. Moreover,the data separation characteristics and the attribute state characteristics are generated by data separation are analyzed. Then the data supplement theorem,the data deleting theorem and the data supplement-deleting theorem are given. The attribute cardinal theorems of data outer separation,data internal separation and data outer-internal separation are provided. The theoretical results presented in this article show the generation characteristics of data separation.
作者
郭华龙
张凌
GUO Hua-long;ZHANG Ling(School of Information Engineering, Longyan University, Longyan 364012, Fujian, China)
出处
《山东大学学报(理学版)》
CAS
CSCD
北大核心
2017年第12期89-94,共6页
Journal of Shandong University(Natural Science)
基金
福建省重点学科资助项目
福建省中青年教师教育科研项目(JA15495
JA15503)
龙岩学院协同创新资助项目
龙岩学院重点学科资助项目
关键词
逆P-集合
数据分离
数据分离定理
属性状态
属性基数定理
inverse P-sets
data separation
data separation theorem
attribute state
attribute cardinal theorem