[1]吴纯兴,陈水利.L-保序算子ω定义下的Lω一致结构[J].集美大学学报(自然科学版),2012,17(5):385-388.
WU Chun-xingCHEN Shui-li.L-uniform Structures Defined by L-order-preserving Operator[J].Journal of Jimei University,2012,17(5):385-388.
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L-保序算子ω定义下的Lω一致结构(PDF)
WU Chun-xingCHEN Shui-li.L-uniform Structures Defined by L-order-preserving Operator[J].Journal of Jimei University,2012,17(5):385-388.
《集美大学学报（自然科学版）》[ISSN:1007-7405/CN:35-1186/N]
- 卷:
- 第17卷
- 期数:
- 2012年第5期
- 页码:
- 385-388
- 栏目:
- 数理科学与信息工程
- 出版日期:
- 2012-09-25
文章信息/Info
- Title:
- L-uniform Structures Defined by L-order-preserving Operator
- Author(s):
- WU Chun-xingCHEN Shui-li
- (School of ScienceJimei UniversityXiamen 361021,China)
- Keywords:
- L-order-preserving operator; L-uniformity; L-quasi-uniformity; base; subbase
- 分类号:
- -
- DOI:
- -
- 文献标志码:
- -
- 摘要:
- 在LX中利用L-保序算子ω引入了Lω一致结构、Lω拟一致结构，并给出它们的基和子基等概念，研究了这些概念的基本性质，得到了L-保序算子、Lω一致结构、Lω拟一致结构等概念的一些特征性质．
- Abstract:
- The concepts of Lω-uniform structure,Lω-quasi-uniform structure and their base and subbase in LX were introduced based on L-order-preserving operator ω. The fundamental properties of them were discussed.Some characteristic properties of Lω-uniformity,Lω-quasi-uniformity and L-order-preserving operators were obtained.
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更新日期/Last Update:
2014-06-28