外P-集合副集的τ-生成与τ-强生成  

τ-generation and τ-strong generation of assistant set of outer P-set

作　　者：于秀清[1] 董立华[1] 张玉坤[1] 

机构地区：[1]德州学院数学系,山东德州253023

出　　处：《计算机工程与应用》2013年第15期41-43,59,共4页Computer Engineering and Applications

基　　金：山东省高校科技计划资助项目(No.J12LN92);山东省自然科学基金(No.ZR2010AL019);山东省科技发展计划资助项目(No.2011GGA14074)

摘　　要：P-集合是由内P-集合与外P-集合构成的集合对,它具有动态特性。在外P-集合的基础上,定义了外P-集合的副集A(XF)、外P-集合副集τ-生成Aτ(XF)与外P-集合副集τ-强生成Aτ(XF),讨论了三者之间的关系,得到外P-集合副集τ-生成与外P-集合副集τ-强生成关系定理、辨识定理与外P-集合副集的生成定理。对P-集合理论进行了补充。P-sets（Packet sets）is a pair of sets composed of internal P-set（internal Packet set）and outer P-set（outer Packet set）, which has dynamic characteristics. Based on outer P-set, some concepts related to outer P-set are proposed, such as assistant set of outer P-set,τ-generation of assistant set of outer P-set,τ-strong generation of assistant set of outer P-set, and so on. Further-more, the relationships among them are discussed. And their relation theorems, identified theorems, unidentified theorems and generation theorems of assistant set of outer P-set are obtained. The theory of P-sets is supplemented.

关 键 词：外P-集合 外P-集合的副集 外P-集合副集的τ-生成 外副集的τ-强生成 辨识定理 

分 类 号：O159[理学—数学]