2012•Journal of Yanan UniversityRequires access

R-Strong Connectness in Topological Generalized F-topological Space

Jiang Jin-ping

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Abstract

The aim of this article is to study the topological generalized R-strong connectedness in F-topological spaces.The R-strong connectedness in general topological spaces is introduced to F-topological spaces with the help of methods of analogy and generalization.Conceots of R-strong connected set in F-topological spaces and R-strong connected F-topological spaces are difined.Conclusions that R-stong connectedness of F-topological spaces in generalized topological property are gotten.Some results of general topology are extended.

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The aim of this article is to study the topological generalized R-strong connectedness in F-topological spaces.The R-strong connectedness in general topological spaces is introduced to F-topological spaces with the help of methods of analogy and generalization.Conceots of R-strong connected set in F-topological spaces and R-strong connected F-topological spaces are difined.Conclusions that R-stong connectedness of F-topological spaces in generalized topological property are gotten.Some results of general topology are extended.

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Available abstract

The aim of this article is to study the topological generalized R-strong connectedness in F-topological spaces.The R-strong connectedness in general topological spaces is introduced to F-topological spaces with the help of methods of analogy and generalization.Conceots of R-strong connected set in F-topological spaces and R-strong connected F-topological spaces are difined.Conclusions that R-stong connectedness of F-topological spaces in generalized topological property are gotten.Some results of general topology are extended.

Key concepts: Topological space, Social connectedness, Topology (electrical circuits), Separated sets, Connected space, Mathematics, Topological vector space, Topological dynamics

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