On a theorem of Magidor
classification
🧮 math.LO
keywords
alephcardinalkappalambdamagidoromegaaboveassuming
read the original abstract
Assuming $\kappa$ is a supercompact cardinal and $\lambda$ is an inaccessible cardinal above it, we present an idea due to Magidor, to find a generic extension in which $\kappa=\aleph_\omega$ and $\lambda=\aleph_{\omega+1}.$
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