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Minimal Basically Disconnected Covers of P'-spaces

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초록

Observing that for any P0-space X, vX is a P0-space if vX is a weakly Lindelof space, (vXY;X Y ) is the minimal basically disconnected cover of XY for a countably locally weakly Lindelof space Y .

Abstract

Observing that for any P0-space X, vX is a P0-space if vX is a weakly Lindelof space, (vXY;X Y ) is the minimal basically disconnected cover of XY for a countably locally weakly Lindelof space Y .

참고문헌 (7)

  1. W.W. Comfort, "F0-space and their product with P-spaces", Paci c J. Math, 28, pp.489~502 (1969)
  2. L. Gillman, "Rings of continuous functions" (1960), Van Nostrand
  3. C.I. Kim, "Minimal covers and lter spaces", Topology Appl, 72, pp.31~37 (1996)
  4. 김창일, "Minimal basically disconnected covers of product spaces", 대한수학회논문집, 21(2), pp.347~353 (2006), 대한수학회
  5. J.R. Porter, "Extensions and Absolutes of Hausdor spaces" (1988), Springer
  6. A. I. Veksler, "P0-point, P0-sets, P0-spaces", Soviet. Math. Dokl, 14, pp.1443~1450 (1973)
  7. J. Vermeer, "The smallest basically Disconnected preimage of a space", Topology Appl, 17, pp.217~232 (1984)

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