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Cichon's maximum
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DOI：10.4007/annals.2019.190.1.2.png)
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Abstract
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Assuming four strongly compact cardinals, it is consistent that all entries in Cichon's diagram (apart from add(M) and cof(M), whose values are determined by the others) are pairwise different; more specifically, aleph(1) < add(N) < cov(N) < b < non(M) < cov(M) < partial derivative < non(N) < cof(N) < 2(aleph 0).
Keywords:
set theory of the reals
Cichon's diagram
forcing
compact cardinals
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