拓扑分子格点的性质及其在概念分析中的应用  

Point-like point's properties and its applications to the study of human concepts on the topological molecular lattices on the base of AFS algebra

作　　者：邱望仁[1] 丁蕊[1] 刘晓东[1] 张运杰[1] 

机构地区：[1]大连海事大学数理系

出　　处：《大连海事大学学报》2004年第3期92-94,99,共4页Journal of Dalian Maritime University

基　　金：国家自然科学基金资助项目(60174014).

摘　　要：:将王国俊对拓扑分子格关于附点、聚点等点的性质在实际问题中的意义应用在 EI代数上进行了研究,改进了他对导元与闭包关系的证明,引进边点的概念得出了几个结论,并实际举例进行说明,使对拓扑分子格点性质的理解更加具体易懂,以便深入理解拓扑分子格理论和AFS理论及其相关应用研究.In this paper, the authors improve the proof of the connection between the closure of element and set's closure of the same set, and transplant this theory to AFS Algebra, introduce the border point concepts and derive some good properties and some real world applications have been discussed in this paper. All of these works are helpful for the readers who are interested in the theory of topological molecular lattices, AFS Structure theory and the analysis of human concepts.

关 键 词：拓扑分子格 远域 附点 聚点 ^＊EI代数 边点 

分 类 号：O189.13[理学—数学]