Some weaker forms of Continuity in Bitopological ordered spaces M. Y. Bakier, A. F. Sayed

Some weaker forms of Continuity in Bitopological ordered spaces M. Y. Bakier, A. F. Sayed

Abstract:  The main purpose of the present paper is to introduce and study some weaker forms of continuity in bitopological ordered spaces .Such as pairwise $I$-continuous maps, pairwise $D$-continuous maps, pairwise $B$-continuous maps, pairwise $I$-open maps, pairwise $D$-open maps, pairwise $B$-open maps, pairwise $I$-closed maps, pairwise $D$-closed maps and pairwise $B$-closed maps.

Keywords: Ordered topological space, increasing sets, decreasing sets, continuous maps, pairwise continuous maps, pairwise open maps,pairwise closed maps.

 

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How to cite this article:

M. Y. Bakier and A. F. Sayed, Some weaker forms of Continuity in Bitopological ordered spaces,  International Journal of Advances in Mathematics, Volume 2018, Number 2, Pages 42-52, 2018.

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