WEAK COVERING WITHOUT COUNTABLE CLOSURE

@inproceedings{Mitchell1995WEAKCW,
  title={WEAK COVERING WITHOUT COUNTABLE CLOSURE},
  author={William J. Mitchell and Ernest Schimmerling},
  year={1995}
}
The main result of [MiSchSt] is that Theorem 0.1 holds under the additional assumption that card(κ) is countably closed. But often, in applications, countable closure is not available. Theorem 0.1 also builds on the earlier covering theorems of Jensen, Dodd and Jensen, and Mitchell; some of the relevant papers are [DeJe], [DoJe1], [DoJe2], [Mi1], [Mi2], and [Je]. The results for smaller core models do not require the existence of a measurable cardinal; it is not known if the large cardinal… CONTINUE READING
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