摘要
拓朴等价度量之研究在理论与应用上均甚有价值。已故李孝传教授在这方面作了一系列研究。本文在有界而非全有界之度量空间上定义一拓朴等价之新度量，并研究了所生成的新的度量空间的一些性质。
The study on topological equivalent metric is valuable both to theories and applications.Many studies had been doneon this aspect, by late Professor Li Xiaochuan This paper defines a newtopological equivalent metric on bounded and nototally bounded metric space, and some propertiesof the new metric space generated by the new topological equivalent metric are studied.
出处
《重庆建筑大学学报》
EI
CSCD
1998年第5期23-27,共5页
Journal of Chongqing Jianzhu University
关键词
度量化
拓扑等价
度量空间
Metrigation, topological equivalent metric
