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Inventi Impact: Computational Mathematics

Articles

  • Inventi:ecm/43499/21
    Some Results of Upper and Lower M-Asymmetric Irresolute Multifunctions in Bitopological Spaces
    01-Oct-2021 Research 2021 : October-December
    Levy K Matindih, Edwin Moyo, Davy K Manyika, Timothy Sinyangwe

    In this paper, we aim to introduce and study some basic properties of upper and lower M-asymmetric irresolute multifunctions defined between asymmetric sets in the realm of bitopological spaces with certain minimal structures as a generalization of irresolute functions deal to Crossley and Hildebrand [1] and upper and lower irresolute Multifunctions deal to Popa [2].

    How to Cite this Article
    Attribution/ CC Compliant Citation: Matindih, Levy K., et al. "Some Results of Upper and Lower M-Asymmetric Irresolute Multifunctions in Bitopological Spaces." Advances in Pure Mathematics 11.6 (2021): 611-627. https://doi.org/10.4236/apm.2021.116040 http://creativecommons.org/licenses/by/4.0/ Some formatting elements, header, footer, logos, dates and pagination were modified while adapting this article.
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