内P-信息与它的反动态特性  

Internal P-Information and Its Anti-Dynamic Characteristics

作　　者：张环理[1,2] 杨明增[3] 

机构地区：[1]山东大学数学学院,山东济南250100 [2]驻马店职业技术学院公共数学系,河南驻马店463000 [3]河南教育学院数学系,河南郑州450014

出　　处：《河南大学学报（自然科学版）》2014年第5期511-515,共5页Journal of Henan University:Natural Science

基　　金：河南省基础与前沿技术研究计划项目(132300410289);福建省教育厅资助省属高校科研专项计划项目(JK2013057)

摘　　要：P-集合(packet sets)是由内P-集合XF(internal packet set XF)与外P-集合XF(outer packet set XF)构成的元素集合对(XF,XF).P-集合具有动态特性,利用内P-集合XF的结构与动态特性,提出它的反动态特性,给出了基信息、内P-信息、珚F-删除信息、内P-反动态信息等概念;给出了内P-反动态信息的范围,内P-反动态信息判定,内P-反动态信息最大度量,内P-有效删除信息,内P-剩余信息定理及推论;最后给出应用实例.P- sets（packet sets） is an element set pair （ X^F, X^F） composed of internal P- set X^F （internal packet set X^F）and outer P- set XF （outer packet set X^F）, and it has the dynamic characteristics. Using the structure and dynamic characteristics of internal P- set X^F , this paper gives the anti-dynamic characteristics of internal P- sets and the concepts of basis information, internal P-information, F-deleted information, internal P- anti-dynamic information. Based on these concepts, the paper proposes the ranges of internal P- anti-dynamic information, the judgment of internal P- anti-dynamic information, the maximum metric of internal P- anti-dynamic information, internal P- effective deleted information, internal P- surplus information theorems and corollaries, finally provids an application example.

关 键 词：P-集合 内P-信息 内P-反动态信息 F-删除信息 

分 类 号：O144[理学—数学]