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- W2950476129 abstract "The Continuum Hypothesis implies an Erdos-Sierpi'nski like duality between the ideal of first category subsets of $reals^{naturals}$, and the ideal of countable dimensional subsets of $reals^{naturals}$. The algebraic sum of a Hurewicz subset - a dimension theoretic analogue of Sierpinski sets and Lusin sets - of $reals^{naturals}$ with any compactly countable dimensional subset of $reals^{naturals}$ has first category." @default.
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- W2950476129 modified "2023-09-27" @default.
- W2950476129 title "Weakly infinite dimensional subsets of R^N" @default.
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