Results 271 to 280 of about 49,413 (326)

Statin Use Is Associated With a Decline in Muscle Function and Mass Over Time, Irrespective of Statin Pharmacogenomic Score. [PDF]

J Cachexia Sarcopenia Muscle
Gentreau M, Sakr M, Mohammad S, Alsehli AM, Titova OE, Rukh G, Schiöth HB.   +6 more
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Marker-trait association mapping for perpetual flowering habit in an octoploid ancestral strawberry, Fragaria virginiana. [PDF]

Plant Genome
Rijal S, Mahoney LL, Yang Y, Davis TM.
europepmc   +1 more source

A New Evidential Reasoning Rule Considering Evidence Correlation with Maximum Information Coefficient and Application in Fault Diagnosis. [PDF]

Sensors (Basel)
Liu S, Hu G, Du S, Gao H, Chang L.
europepmc   +1 more source

The Independence Axiom and the Bipolar Behaviorist

, 2012
Glenn W. Harrison, Todd D. Swarthout
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Independent Axioms for Vector Spaces

The Mathematical Gazette, 1973
In a recent paper [1], Victor Bryant shows how the number of axioms required to define a vector space can be reduced to seven (in addition to closure requirements). The main result of his article is that commutativity of addition can be deduced from the other axioms.
Rigby, J. F., Wiegold, James
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Probabilistic independence axiom

The Geneva Risk and Insurance Review, 2020
One of the most well-known theories of decision making under risk is expected utility theory based on the independence axiom. The independence axiom postulates that decision maker’s preferences between two lotteries are not affected by mixing both lotteries with the same third lottery (in identical proportions).
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The projective independence axiom

Economic Theory, 1994
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chew, Soo Hong, Epstein, L.G., Segal, U.
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The Congruence Axiom and Path Independence

Journal of Economic Theory, 1999
Let \(X\) be a universal set and let \([X]\) denote the collection of non-empty subsets of \(X\). The authors consider choice functions \(C:S \to [X]\), where \(S\) is a non-empty subcollection of \(X\). Let \(A \in S\). A path in \(A\) is a finite ordered collection of non-empty subsets of \(A\) covering \(A\).
Bandyopadhyay, Taradas, Sengupta, Kunal
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On the Axiomization of Conditional Independence

Kybernetes, 1992
Presents an investigation of some aspects of the axiomization of conditional independence of probability. Contributes to the understanding of Pearl's completeness conjecture and identifies a direction for revision which could remove some of the difficulties of Pearl's axiom set, but this alternative is not without its own difficulties.
An, Z., Bell, D. A., Hughes, J. G.
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