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A homogeneous space whose complement is rigid
Medini, Andrea ; Mill, J. van ; Zdomskyy, Lyubomyr, 1983-
We construct a homogeneous subspace of ▫$2^\omega$▫ whose complement is dense in ▫$2^\omega$▫ and rigid. Using the same method, assuming Martin's Axiom, we also construct a countable dense ...homogeneous subspace of ▫$2^\omega$▫ whose complement is dense in ▫$2^\omega$▫ and rigid.
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