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The first measurable cardinal can be the first uncountable regular cardinal at any successor height
Authors:Arthur W Apter  Ioanna M Dimitriou  Peter Koepke
Institution:1. Mathematics, The Graduate Center of The City University of New York, , New York, NY, 10016 United States of America;2. Department of Mathematics, Baruch College, , New York, NY, 10010 United States of America;3. Mathematisches Institut, Rheinische Friedrich‐Wilhelms‐Universit?t Bonn, , 53115 Bonn, Germany
Abstract:We use techniques due to Moti Gitik to construct models in which for an arbitrary ordinal ?, urn:x-wiley:09425616:media:malq201110007:malq201110007-math-0001 is both the least measurable and least regular uncountable cardinal.
Keywords:
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