Author:
CUMMINGS JAMES,DŽAMONJA MIRNA,MORGAN CHARLES
Abstract
AbstractWe prove that it is consistent that $\aleph _\omega $ is strong limit, $2^{\aleph _\omega } $ is large and the universality number for graphs on $\aleph _{\omega + 1} $ is small. The proof uses Prikry forcing with interleaved collapsing.
Publisher
Cambridge University Press (CUP)
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