A class of topological space geometries
Abstract
The purpose of this paper is to introduce  -divisible
-divisible  -spaces. This is a branch of topological space geometries in the sense of Betten. We define a few more topologies on the line set in
-spaces. This is a branch of topological space geometries in the sense of Betten. We define a few more topologies on the line set in  -divisible
-divisible  -spaces and investigate under the consequences of these topologies basic properties of these space geometries.
-spaces and investigate under the consequences of these topologies basic properties of these space geometries.
		 -divisible
-divisible  -spaces. This is a branch of topological space geometries in the sense of Betten. We define a few more topologies on the line set in
-spaces. This is a branch of topological space geometries in the sense of Betten. We define a few more topologies on the line set in  -divisible
-divisible  -spaces and investigate under the consequences of these topologies basic properties of these space geometries.
-spaces and investigate under the consequences of these topologies basic properties of these space geometries.DOI Code:
		 10.1285/i15900932v15n2p175
		
		Keywords:
					Topological geometry; Space geometry
		 
		
		Classification: 
					51H10
		 
		
 		Full Text: PDF


