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A space with maximal discrepancy between its Katêtov and covering dimension |
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| Authors: | Jan J. Dukstra |
| Affiliation: | Mathematisch Institut, Universiteit van Amsterdam, Roetersstraat 15, Amsterdam 1004, The Netherlands |
| Abstract: | It is shown, using a non-measurable partition of the real line, that the covering dimension of a modified Niemytzki space is infinite while its Katêtov dimension is zero. |
| Keywords: | 54F45 |
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