Area of research:
Set theory
Research interests:
Models of ZF without a well-ordering of the reals, paradoxical sets (Mazurkiewicz sets, Hamel basis, partitions of $\mathbb{R}³$ in unitary circles).
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The transcendence degree of the reals over certain set-theoretical subfields (joint with R. Schindler), accepted (to appear in the Journal of Symbolic Logic), preprint.
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Partitions of $\mathbb{R}^3$ into unit circles with no well-ordering of the reals, submitted, preprint.
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Funicular preorders can be prelinearized without free ultrafilters on $\mathbb{N}$ (joint with L. Serafin), in preparation.
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You can find my PhD thesis here.
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| 2025 | XVIII International Luminy Workshop in Set Theory |
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