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

# Some weaker forms of Continuity in Bitopological ordered spacesM. 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.

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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