Results 31 to 40 of about 173,402,906 (205)
Equivalence of Certain Representing Measures [PDF]
If an interior component Ω \Omega of a
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To conduct meaningful, epidemiologic research on racial-ethnic health disparities, racial-ethnic samples must be rendered equivalent on other social status and contextual variables via statistical controls of those extraneous factors.
Hope eLandrine, Irma eCorral
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Current approaches to assessing the equivalence of face-to-face and online learning within the higher education sector typically involve measuring student learning outcomes. But outcomes alone do not provide a complete picture.
Michelle Roberts +2 more
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A Formula for an Equivalent Invariant Measure [PDF]
Let T T be a nonsingular
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ON DENSITY WITH RESPECT TO EQUIVALENT MEASURES
AbstractIn the paper there is disscussed a notion of a density point of a Borel subset of a metric space with respect to a Borel ...
Artur Bartoszewicz +2 more
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On the use of observation equivalence in synthesis abstraction [PDF]
In a previous paper we introduced the notion of synthesis abstraction, which allows efficient compositional synthesis of maximally permissive supervisors for large-scale systems of composed finite-state automata.
Simon Ware +7 more
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Assessing statistical similarity in dietary intakes of women of reproductive age in Bangladesh
Women of reproductive age (WRA) need adequate nutrient intakes to sustain a healthy pregnancy, support fetal growth, and breastfeed after childbirth. However, data on women's dietary intake in low‐ and middle‐income countries (LMICs) are limited, and ...
Gargi Wable Grandner +5 more
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Equivalence of Electronic and Off-Line Measures
This paper explores the measurement equivalence of paper-and pencil and electronic surveys and measures. After reviewing competing claims and the limitations of the research, there is a strong case that many measures do retain their psychometric ...
L. Roberts
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Equivalence of measures and asymptotically optimal linear prediction for Gaussian random fields with fractional-order covariance operators [PDF]
We consider Gaussian measures $\mu, \tilde{\mu}$ on a separable Hilbert space, with fractional-order covariance operators $A^{-2\beta}$ resp. $\tilde{A}^{-2\tilde{\beta}}$, and derive necessary and sufficient conditions on $A, \tilde{A}$ and $\beta ...
Kirchner, Kristin +5 more
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Non-Archimedean valued quasi-invariant descending at infinity measures
Measures with values in non-Archimedean fields, which are quasi-invariant and descending at infinity on topological vector spaces over non-Archimedean fields, are studied in this paper. Moreover, their characteristic functionals are considered.
S. V. Lüdkovsky
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