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- W2783396619 abstract "It is proved that the Continuum Hypothesis implies that any sequence of rapid P-points of length $<{mathfrak c}^{+}$ which is increasing with respect to the Rudin-Keisler ordering is bounded above by a rapid P-point. This is an improvement of a result from [Kuzeljevi'c, Raghavan: A long chain of P-points, arxiv:1607.07188 [math.LO]]. It is also proved that the notion of a $delta$-generic sequence is equivalent to an apparently much weaker notion. This allows the central definition used in the construction in [Kuzeljevi'c, Raghavan: A long chain of P-points, arxiv:1607.07188 [math.LO]] to be considerably simplified." @default.
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- W2783396619 date "2018-01-08" @default.
- W2783396619 modified "2023-09-27" @default.
- W2783396619 title "Chains of P-points" @default.
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