Viewing topic: K Topology

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K Topology

  • Definition: Let K denote the set of all numbers of the form 1/n, for n an element of the positive integers, and let B be the collection of all open intervals (a, b), along with all sets of the form (a, b)-K. The topology generated by B will be called the K-topology on R.

    Source: Topology (second edition) by James R. Munkres

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