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Structural domination in the labor market
European Journal of Political Theory, 2019In recent years, there has been a wide-ranging debate about the neo-republican principle of non-domination. Neo-republicans argue that domination is a capacity for one to intentionally use arbitrary power to interfere in someone’s life.
L. Cicerchia
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Journal of Hand Surgery, 1999
Two hundred and ninety-eight normal participants were reviewed to assess finger dominance. Participants were recruited from several large hospitals across the north-west of England and the study was done under blind conditions. From the 298 people originally in the trial, six had to be excluded as the dominant finger could not be confirmed with ...
R, Raj, C, Marquis
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Two hundred and ninety-eight normal participants were reviewed to assess finger dominance. Participants were recruited from several large hospitals across the north-west of England and the study was done under blind conditions. From the 298 people originally in the trial, six had to be excluded as the dominant finger could not be confirmed with ...
R, Raj, C, Marquis
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Dominant nationalism, dominant ethnicity
Journal of Multilingual and Multicultural Development, 2011Dominant nationalism, dominant ethnicity, edited by Andre Lecours and Genevieve Nootens, Bern and New York, Peter Lang, 2009, 234 pp., €35.90/US$55.95 (paperback), ISBN 978-90-5201-487-6 This edite...
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Domination in Graphs: Core Concepts
Springer Monographs in Mathematics, 2023T. Haynes +2 more
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Double Roman domination in trees
Information Processing Letters, 2018A subset S of the vertex set of a graph G is a dominating set if every vertex of G not in S has at least one neighbor in S. The domination number γ ( G ) is defined to be the minimum cardinality among all dominating set of G.
Xiujun Zhang +3 more
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Fundamentals of domination in graphs
The Pure and Applied Mathematics, 1998T. Haynes, S. Hedetniemi, P. Slater
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2000
Let \(I(G)\) be a numerical invariant of a graph \(G\). A sequence \(a_1,a_2,\dots ,a_n\) may be considered such that the sequence of graphs \(G_1,G_2,\dots ,G_n\) exists and \(G_i\) has \(i\) vertices, \(G_i\) is an induced subgraph of \(G_{i+1}\) and \(I(G_i)=a_i\). Such sequences are considered for various choices of \(I(G)\).
Brigham, Robert C. +2 more
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Let \(I(G)\) be a numerical invariant of a graph \(G\). A sequence \(a_1,a_2,\dots ,a_n\) may be considered such that the sequence of graphs \(G_1,G_2,\dots ,G_n\) exists and \(G_i\) has \(i\) vertices, \(G_i\) is an induced subgraph of \(G_{i+1}\) and \(I(G_i)=a_i\). Such sequences are considered for various choices of \(I(G)\).
Brigham, Robert C. +2 more
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Developmental Medicine & Child Neurology, 1972
SUMMARYLaterality, hand preference and cerebral dominance are terms which are often used synonymously. They should be differentiated, however. A review of the literature demonstrates much (often eclectic) knowledge which is often not directly applicable clinically.
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SUMMARYLaterality, hand preference and cerebral dominance are terms which are often used synonymously. They should be differentiated, however. A review of the literature demonstrates much (often eclectic) knowledge which is often not directly applicable clinically.
openaire +3 more sources