Strong and Weak n-Homogeneous Spaces
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In this paper we introduce new types of n-homogeneity, we call them n-homogeneous of type 2 and type 3, denoted by nH2, nH3 respectively. We show that every 3H3-space is bihomogeneous space. Also, every finite nH3-space has the trivial topology (discrete or indiscrete). We show that every 3H3-space is strong 2-homogeneous. We study the implications between these spaces with the well known spaces, strongly n-homogeneous spaces and weakly n-homogeneous spaces.
- Qatar University Science Journal - [From 1981 TO 2007] [770 items ]