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5 votes
1 answer
169 views

Preserve unbounded sets between different cofinality

Working in ZFC, let $\kappa,λ$ be cardinals with $\kappa>λ$, and assume that $\kappa$ is regular. We say that a function $F:\kappa^n→λ$, for some finite $n$, is preserving unbound, if for all $a⊆\kap …
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4 votes
1 answer
206 views

Exactly how much (and how little) can partial ordered sets (classes) embed to the cardinalities

In the paper "Convex Sets of Cardinals", Truss mentioned a result of Jech: If $M$ is a countable transitive model of ZFC, and $(P,<)∈M$ is a poset, then there exists a Cohen extension of $M$ such tha …
Holo's user avatar
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