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Q-Sets, Delta-Sets, and L-Spaces
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The question whether there is a Lindelof Q-set space or Lindelof $\Delta$-set space is considered. We show that J. Moore's ZFC $L$-space is not a Q-set space in ZFC and, assuming all Aronszajn trees are special, it is not a $\Delta$-set space.
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Cited by 1 Pith paper
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New results about Q and $\Delta$-spaces
Equiconsistency of a measurable cardinal with crowded Baire T1 Δ-spaces, crowded Baire T4 Q-spaces, and T1/T3 versions admitting strictly positive probability measures vanishing on points, plus a cardinality bound for...
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