Strong compactness and other cardinal sins
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Publication:5672903
DOI10.1016/0003-4843(72)90018-6zbMath0257.02055OpenAlexW2025982579MaRDI QIDQ5672903
Publication date: 1972
Published in: Annals of Mathematical Logic (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/0003-4843(72)90018-6
Related Items (26)
A note on \(\delta \)-strongly compact cardinals ⋮ Failures of SCH and level by level equivalence ⋮ The linearity of the Mitchell order ⋮ Supercompactness and level by level equivalence are compatible with indestructibility for strong compactness ⋮ Strong compactness and the ultrapower axiom I: the least strongly compact cardinal ⋮ Rings of real-valued continuous functions. II ⋮ \(G_\delta\)-covers and \(\omega_1\)-strongly compact cardinals ⋮ Measurable cardinals and choiceless axioms ⋮ Strongly compact cardinals and ordinal definability ⋮ Club-guessing, stationary reflection, and coloring theorems ⋮ Level by level inequivalence beyond measurability ⋮ The Ultrapower Axiom ⋮ THE KETONEN ORDER ⋮ More on regular and decomposable ultrafilters in ZFC ⋮ On the consistency strength of the Milner-Sauer conjecture ⋮ Maximal realcompact spaces and measurable cardinals ⋮ Indestructible Strong Compactness and Level by Level Equivalence with No Large Cardinal Restrictions ⋮ A note on tall cardinals and level by level equivalence ⋮ A direct weakening of normality for filters ⋮ Indestructibility under adding Cohen subsets and level by level equivalence ⋮ Surrealist landscape with figures (a survey of recent results in set theory) ⋮ Superdestructibility: A dual to Laver's indestructibility ⋮ RANK-TO-RANK EMBEDDINGS AND STEEL’S CONJECTURE ⋮ Tall cardinals ⋮ Weakly Normal Filters and Irregular Ultrafilters ⋮ Nonregular Ultrafilters and Large Cardinals
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