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  1. Forcing the [math]-separation property.Stefan Hoffelner - 2022 - Journal of Mathematical Logic 22 (2).
    Journal of Mathematical Logic, Volume 22, Issue 02, August 2022. We generically construct a model in which the [math]-separation property is true, i.e. every pair of disjoint [math]-sets can be separated by a [math]-definable set. This answers an old question from the problem list “Surrealist landscape with figures” by A. Mathias from 1968. We also construct a model in which the (lightface) [math]-separation property is true.
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  • Forcing axioms and the uniformization-property.Stefan Hoffelner - 2024 - Annals of Pure and Applied Logic 175 (10):103466.
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  • Forcing the Π 3 1 -reduction property and a failure of Π 3 1 -uniformization.Stefan Hoffelner - 2023 - Annals of Pure and Applied Logic 174 (8):103292.
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