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Models of PA: Standard Systems without M...
Shelah, Saharon...
Models of PA: Standard Systems without Minimal Ultrafilters by Shelah, Saharon ( Author )
N.A
12-01-2009
We prove that bold N, the standard model of arithmetic, has an uncountable elementary extension N such that there is no ultrafilter on the Boolean Algebra of subsets of bold N represented in N which is minimal (i.e. as in Rudin-Keisler order for partitions represented in N).
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Article
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English
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MYR 0.00
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http://arxiv.org/abs/0901.1499
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