A Power Function with A Fixed Finite Gap Everywhere
classification
🧮 math.LO
keywords
finitefixedforcingfunctionpowerradinapplicationarithmetic
read the original abstract
We give an application of our extender based Radin forcing to cardinal arithmetic. Using a preparation forcing and interleaving of Cohen and Levy forcings in the normal Radin sequence we get a model with a power function having a fixed finite gap on all cardinals.
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