Regularity Properties and Definability in the Real Number Continuum: idealized forcing, polarized partitions, Hausdorff gaps and mad families in the projective hierarchy. | Institute for Logic, Language and Computation

ILLC Dissertations (DS) Series

DS-2012-04:: Yurii Khomskii Regularity Properties and Definability in the Real Number Continuum: idealized forcing, polarized partitions, Hausdorff gaps and mad families in the projective hierarchy.
1.Full Text, 2.Abstract, 3.Samenvatting.

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