摘要
本文基于Ｒａｎｅｙ的内蕴式刻划定理对偏序集引入了性质Ｐ，讨论了性质Ｐ与余素元、紧元和强紧元诸概念之间的关系，证明了链具有性质Ｐ，作为其推论知完备链为完全分配格。
In this paper,based on Raney’s intrinsic characterization of complete distri butivity,the property P is introduced and relations between the property P and some conceptssuch as coprimes,compact elements and strongly compact elements are discussed. It isproved that Chains satisfy the property P. conseguently,complete chains are completelydistributive
出处
《模糊系统与数学》
CSCD
1994年第1期28-31,共4页
Fuzzy Systems and Mathematics
关键词
完全分配格
内蕴式刻划
性质P
链
Completly distributive lattices,intrinsic characterization,Property P,chain
