Article overview
Abstract
In the present paper it has been shown that if (X, δ) is a separated proximity space with a finite open covering u, then there exists a partition of unity dominated by u.
Keywords and Phrases
Proximity spacsfinite coveringpartition of unityUrysohn lemmashrinking lemma.
AMS Subject Classification
54A05, 54E05.
Reference information
How to Cite
Sangita Srivastava (2007). ON THE EXISTENCE OF PARTITIONS OF UNITY FOR PROXIMITY SPACES. South East Asian Journal of Mathematics and Mathematical Sciences, 6(1), 85-88.