Topological extensions and ideals
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Abstract (EN)
It is always worth researching the topics which are the relationships between the extensions of a topological space and the time when two extensions of a topological space are equal. An ideal in a topological space is a filter that is made up of the complementary components of . A topological space with its ideal on it is called an topological space. A great deal of topology problems have been and are stil used for research.The aim of this research is to investigate the relationships between the extensions of a topological space and the state of two extensions being equal by using ideals.
Author
Ümit Ciğer
How to Cite
Ümit Ciğer (Master Thesis). Topological extensions and ideals, 2011, Çukurova University.
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