Journal of Symbolic Logic 58 (1):72 - 80 (1993)

Abstract
We build models where all $\underset{\sim}{\triangle}^1_3$ -sets of reals are measurable and (or) have the property of Baire and (or) are Ramsey. We will show that there is no implication between any of these properties for $\underset{\sim}{\triangle}^1_3$ -sets of reals
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DOI 10.2307/2275325
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