Woodin cardinals and forcing
classification
🧮 math.LO
keywords
cardinalswoodinforcingcertainresultstemplateundercardinal
read the original abstract
Despite being an established notion in the large cardinal hierarchy, results about Woodin cardinals are sparse in the literature. Here we gather known results about the preservation of Woodin cardinals under certain forcing extensions, as well as giving a template for preserving Woodin cardinals through forcing. Using this template, we form an indestructibility result under certain Easton iterations.
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