Strong and Weak n-Homogeneous Spaces

Show simple item record

Author Al Basoul, Adnan [عدنان البصول] en_US
Author Fora, Ali [علي فوره] en_US
Author Tallafha, Abdulla [عبد الله طلافحه] en_US
Available date 2009-11-25T15:13:34Z en_US
Publication Date 2004 en_US
Citation Qatar University Science Journal, 2004, Vol. 24, Pages 5-11. en_US
URI http://hdl.handle.net/10576/9701 en_US
Abstract 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. en_US
Language en en_US
Publisher Qatar University en_US
Subject Mathematics en_US
Subject الرياضيات ar
Title Strong and Weak n-Homogeneous Spaces en_US
Alternative Title فضاءات n - متجانس القوية والضعيفية ar
Type Article en_US
Pagination 5-11 en_US
Volume Number 24 en_US


Files in this item

This item appears in the following Collection(s)

Show simple item record