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  • Generalized products of weakly m — n compact spaces, I

  • Part of
  • U. N. B. Dissanayake
  • Journal:
    Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics / Volume 33 / Issue 2 / October 1982
    Published online by Cambridge University Press:
    09 April 2009, pp. 143-151
    Print publication:
    October 1982
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  • A topological space X is said to be weakly-Lindelöf if and only if every open cover of X has a countable sub-family with dense union. We know that products of two Lindelöf spaces need not be weakly-Lindelöf. In this paper we obtain non-trivial sufficient conditions on small sub-products to ensure the producitivity of the property weakly-Lindelöf with respect to arbitrary products.