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内导集与内导集运算
引用本文:王昭海,吴洪博,代建云,李海霞. 内导集与内导集运算[J]. 纯粹数学与应用数学, 2008, 24(1): 30-33
作者姓名:王昭海  吴洪博  代建云  李海霞
作者单位:安康学院数学系,陕西,安康,725000;陕西师范大学数学研究所,陕西,西安,710062
基金项目:国家自然科学基金,陕西师范大学校科研和教改项目
摘    要:给出了内导集的定义,证明了其性质,并且讨论了内导集与导集之间的关系.随之定义了内导集运算,利用内导集运算定义了拓扑,并讨论了内导集运算条件之间的独立性.

关 键 词:内导集  导集  领域  内部  拓扑空间
文章编号:1008-5513(2008)01-0030-04
修稿时间:2006-11-01

Internal derived sets and internal derived operation
WANG Zhao-hai,WU Hong-bo,DAI Jian-yun,LI Hai-xia. Internal derived sets and internal derived operation[J]. Pure and Applied Mathematics, 2008, 24(1): 30-33
Authors:WANG Zhao-hai  WU Hong-bo  DAI Jian-yun  LI Hai-xia
Affiliation:WU Hong-bo DAI Jian-yun LI Hai-xia College of Mathematics , Information Science,Shaanxi Normal University,Xi'an 710062,China WANG Zhao-hai Department of Mathematics,Ankang college,Ankang 725000,China
Abstract:In this paper we introduced the defination of internal derived set,proved its properties and discussed the relation between internal derived set and derived set.Particularly we gave the defination of internal derived operation and its condition's independent were disscussed.
Keywords:internal derived sets  derived sets  field  interior  topological space  
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