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Certainty equivalent measures of risk
Annals of Operations Research, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Alexander Vinel, Pavlo A. Krokhmal
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On Non-Equivalence of Equivalence Range Measures
Perceptual and Motor Skills, 1973Measures of equivalence range were intercorrelated in three studies in order to determine the equivalence of the measures and constructs from which the measures were derived. In none of the studies were the intercorrelations significant. Thus, the ability to generalize from results obtained with any one measure is limited, and the meaning of the ...
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2001
This volume highlights research and conceptual insights into one of the most basic, and yet, perplexing research issues in management-handling and assessing the comparability of our measurement devices across groups and measures. One of the most consistently difficult concerns in management research over the past three decades has been trying to ...
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This volume highlights research and conceptual insights into one of the most basic, and yet, perplexing research issues in management-handling and assessing the comparability of our measurement devices across groups and measures. One of the most consistently difficult concerns in management research over the past three decades has been trying to ...
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The measurement equivalence of political trust
2017Political trust – in government, parliament, or political parties – has taken centre stage in political science for more than half a century, reflecting ongoing concerns with the legitimacy and functioning of representative democracy. To provide scholars, students and policy makers with a tool to navigate through the complexity of causes and ...
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Israel Journal of Mathematics, 1974
LetG be a finitely-generated group of non-singular measurable transformations of a measure space (X, β,p). FixA∈β withp(A)>0. A general technique for groups gives sufficient conditions for there to exist aG-invariant measure ν equivalent top with ν((A)=1. These conditions are phrased in terms of the growth behavior ofg→p(gB) forB∈β.
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LetG be a finitely-generated group of non-singular measurable transformations of a measure space (X, β,p). FixA∈β withp(A)>0. A general technique for groups gives sufficient conditions for there to exist aG-invariant measure ν equivalent top with ν((A)=1. These conditions are phrased in terms of the growth behavior ofg→p(gB) forB∈β.
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Entropic Equivalence Of Measurements
Reviews in Mathematical PhysicsIn the paper, we investigate the notion of equivalence of measurements defined by means of their Shannon’s or Rényi’s entropies. As it turns out, this equivalence is quite strong and, in the most relevant case, amounts either to one measurement being a permutation of the other or to one measurement being a linear combination, given by an orthogonal ...
Andrzej Luczak +2 more
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2010
In order to make a meaningful comparison, instruments must have similar measurement qualities across settings. Research on measurement invariance has typically focused on internal structure of multi-item instruments and external relations. In the recent literature, researchers have paid attention to four forms of invariance. The researchs which include
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In order to make a meaningful comparison, instruments must have similar measurement qualities across settings. Research on measurement invariance has typically focused on internal structure of multi-item instruments and external relations. In the recent literature, researchers have paid attention to four forms of invariance. The researchs which include
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A Review of Measurement Equivalence in Organizational Research: What's Old, What's New, What's Next?
Organizational Research Methods, 2022Ajay V Somaraju +2 more
exaly
A class of equivalent measures
1992We give sufficient conditions for one generalized Rademacher-Riesz product to be equivalent to another. Also, we discuss criteria for mutual singularity of these measures.
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