Volume 4 , Issue 1 , PP: 29-31, 2023 | Cite this article as | XML | Html | PDF | Full Length Article
Djamal Lhiani 1 *
Doi: https://doi.org/10.54216/GJMSA.040105
This paper is dedicated to introduce some novel topological generalizations of pairwise Lindelöf spaces, which will be called sub-Lindelöf spaces, and to present some results. Also, We suggest two new types of pairwise sublindelöf spaces, as well as types of topological mappings, such as p₁-paralindelöf and p₂-paralindelöf mappings.
sub-Lindelö , f spaces , pairwise sublindelö , f spaces , bitopological space
[1] Fletcher, P., Hoyle, H. B. and Patty, C. W., “The comparison of topologies”, Duke Math. J., 36, (1969), 325 – 331.
[2] Hdeib, H.Z. and Fora, A. A., “On pairwise paracompact spaces”, Dirasat , IX(2), (1982), 20 – 29.
[3] Hdeib, H.Z. and Fora, A. A., “On pairwise Lindelöf spaces”, Rev. Colombiana Mat., 17, (1983), 37-57.
[4] Hdeib, H.Z., “On sublidelöf spaces” , Dirasat , 10(2), (1983), 65 – 71.
[5] Kelly, J.C., “Bitopological spaces” , Proc. London Math. Soc. , 13,(1963), 71 – 89.
[6] Saegrove, M.J., “Pairwise complete regularity and compactificationin bitopological spaces”, J. London Math. Soc. , 7, (1973), 286-290.