Results 221 to 230 of about 304,397 (263)
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Consistency strength of higher chang’s conjecture, without CH
Archive for Mathematical Logic, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sean Cox
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The consistency strength of hyperstationarity
Journal of Mathematical Logic, 2019We introduce the large-cardinal notions of [Formula: see text]-greatly-Mahlo and [Formula: see text]-reflection cardinals and prove (1) in the constructible universe, [Formula: see text], the first [Formula: see text]-reflection cardinal, for [Formula: see text] a successor ordinal, is strictly between the first [Formula: see text]-greatly-Mahlo and ...
Joan Bagaria +2 more
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On the Consistency Strength of MM($ω_1$)
2023We prove that the consistency strength of Martin's Maximum restricted to partial orders of cardinality $ω_1$ follows from the consistency of ZFC.
Dobrinen, Natasha +4 more
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Self-Consistency, Value Strength and Aesthetic Judgments
Psychological Reports, 1966An empirical test was made of the relation of self-consistency to strength of the aesthetic value in determining aesthetic judgments. 25 undergraduate Ss responded to 24 paintings. From each respondent was collected: (1) using a self-anchoring scale adaptation, a self-rating of personality characteristics subjectively deemed the ...
E L, Hartley, S, Schwartz
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The consistency strength of successive cardinals with the tree property
Journal of Symbolic Logic, 2001Abstract.If ωn has the tree property for all 2 ≤ n < ω and , then for all and n < ω. Mnt(X) exists.
Matthew Foreman 0001 +2 more
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Consistency and signal strength of respiratory neuronal activity
Journal of Neurophysiology, 1983The concerns of this study are taxonomic. We demonstrate a defining characteristic of respiratory neuronal activity. This characteristic is the degree or size of the respiratory component in the activity of a respiratory cell. The essential feature of respiratory activity is that it occurs in phase with some portion of the respiratory cycle. Therefore,
J, Orem, T, Dick
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The consistency strength of “every stationary set reflects”
Israel Journal of Mathematics, 1989For \(\kappa\) an infinite cardinal, a stationary subset \(S\subseteq \kappa\) is said to reflect if there is some limit ordinal \(\gamma
Mekler, Alan H., Shelah, Saharon
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On the consistency strength of level by level inequivalence
Archive for Mathematical Logic, 2017zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The consistency strength of an infinitary Ramsey property
Journal of Symbolic Logic, 1994AbstractIn this paper we study the consistency strength of the theoryand we prove the consistency of this theory relative to the consistency of the existence of a supercompact cardinal and an inaccessible above it.
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