Results 251 to 260 of about 5,396,651 (301)
IGRF-14 secular variation prediction from core surface flow acceleration. [PDF]
Madsen FD +5 more
europepmc +1 more source
Adaptive core-enhanced latent factor model for highly accurate QoS prediction. [PDF]
Ai S, Li P, Fang H, Xia Y.
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Modeling core business processes
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Current Medical Research and Opinion, 2004
(2004). The CORE Diabetes Model. Current Medical Research and Opinion: Vol. 20, No. sup1, pp. S1-S3.
Michael, Brändle, William H, Herman
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(2004). The CORE Diabetes Model. Current Medical Research and Opinion: Vol. 20, No. sup1, pp. S1-S3.
Michael, Brändle, William H, Herman
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Bulletin of Symbolic Logic, 2001
AbstractWe prove that in all Mitchell-Steel core models, □k holds for all k. (See Theorem 2.) From this we obtain new consistency strength lower bounds for the failure of □k if k is either singular and countably closed, weakly compact, or measurable. (Corollaries 5, 8, and 9.) Jensen introduced a large cardinal property that we call subcompactness; it ...
Schimmerling, Ernest, Zeman, Martin
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AbstractWe prove that in all Mitchell-Steel core models, □k holds for all k. (See Theorem 2.) From this we obtain new consistency strength lower bounds for the failure of □k if k is either singular and countably closed, weakly compact, or measurable. (Corollaries 5, 8, and 9.) Jensen introduced a large cardinal property that we call subcompactness; it ...
Schimmerling, Ernest, Zeman, Martin
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Involve, a Journal of Mathematics, 2021
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Cotton, Benjamin, Williams, Nathan F.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Cotton, Benjamin, Williams, Nathan F.
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1982
The core model, K, is a generalization of Gödel's constructible universe of set theory; K is used to produce 'fine structural' results of a less restrictive kind. This book aims to introduce the core model to those with a basic knowledge of axiomatic set theory.
+4 more sources
The core model, K, is a generalization of Gödel's constructible universe of set theory; K is used to produce 'fine structural' results of a less restrictive kind. This book aims to introduce the core model to those with a basic knowledge of axiomatic set theory.
+4 more sources

