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摘要
We show in particular that if a compactum X is an image of the Hilbert cube under a Borel isomorphism preserving in both directions sets that can be covered by countably many finite-dimensional compacta, then X contains compacta of arbitrarily large finite dimension. The results of this note are related to a question asked by Zapletal in [16].
- 出版日期2015-11
