Pairwise separation axioms in intuitionistic topological spaces

The concept of intuitionistic topological space was introduced by Çoker. The aim of this paper is to show the existence of natural functors between the category of intuitionistic topological spaces and continuous mappings and the category of bitopological spaces and pairwise continuous mappings. The...

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Veröffentlicht in:	Hacettepe Journal of Mathematics and Statistics 2005, Vol.34 (supp), p.101-114
Hauptverfasser:	BAYHAN, Sadık, ÇOKER, Doğan
Format:	Artikel
Sprache:	eng
Schlagworte:	Ayırma Bulanık küme Functor Funktor fuzzy set Intuitionistic set Matematik Mathematics separation Sezgisel küme topological space topology Topoloji Topolojik uzay
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creator	BAYHAN, Sadık ÇOKER, Doğan
description	The concept of intuitionistic topological space was introduced by Çoker. The aim of this paper is to show the existence of natural functors between the category of intuitionistic topological spaces and continuous mappings and the category of bitopological spaces and pairwise continuous mappings. These functors are then used to generalize bitopological notions of separation to intuitionistic topological spaces, and some relations between these and previously defined notions are then obtained.
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subjects	Ayırma Bulanık küme Functor Funktor fuzzy set Intuitionistic set Matematik Mathematics separation Sezgisel küme topological space topology Topoloji Topolojik uzay
title	Pairwise separation axioms in intuitionistic topological spaces
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