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- W753621715 abstract "A topological space is called locally Sierpinski space if every point has a neighbourhood homeomorphic to a Sierpinski space. In this note we discuss some properties of locally Sierpinski spaces, and prove that these spaces are Katetov spaces. We also consider the product of these spaces and introduce a new space." @default.
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- W753621715 date "1997-01-01" @default.
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- W753621715 title "On Locally Sierpinski Spaces" @default.
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