Results 241 to 250 of about 3,405,509 (278)
Lower extremity functional performance tests and their measurement properties in athletes: a systematic review and narrative synthesis. [PDF]
BMJ Open Sport Exerc MedCooke R +5 more
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Measurement properties of health-related quality of life instruments for people living with scoliosis in China: A systematic review. [PDF]
PLoS OneJing LQ +9 more
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Keeping Elo alive: Evaluating and improving measurement properties of learning systems based on Elo ratings. [PDF]
Br J Math Stat PsycholBolsinova M, Gergely B, Brinkhuis MJS.
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Schizophrenia Quality of Life Scale and Schizophrenia Quality of Life Scale Revision 4: A Systematic Review of Measurement Properties. [PDF]
Schizophr BullZúñiga Le-Bert M +4 more
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Some Measure-Theoretic Properties of Packing Measure
Periodica Mathematica Hungarica, 1998This paper is an informal discussion of some fundamental measure-theoretic differences between the families of measures known as packing measures and Hausdorff measures. Two main issues of focus are, whether or not a set of infinite measure necessarily contains a subset of positive finite measure, and the question of Borel regularity.
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Computer Vision and Image Understanding, 1999
We describe methods to measure the following properties of gray level corners: subtended angle, orientation, contrast, bluntness (or rounding of the apex), and boundary curvature (for cusps). Unlike most of the published methods for extracting these properties these new methods are relatively simple, efficient, and robust. They rely on the corner being
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We describe methods to measure the following properties of gray level corners: subtended angle, orientation, contrast, bluntness (or rounding of the apex), and boundary curvature (for cusps). Unlike most of the published methods for extracting these properties these new methods are relatively simple, efficient, and robust. They rely on the corner being
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Tail Properties of Correlation Measures
Journal of Theoretical Probability, 2003The authors study the tail properties of a class of Borel probability measures, called correlation measures. They show that (1) there exist correlation measures with exponentially decaying tail probabilities, and (2) roughly speaking, no correlation measure may have smaller tail probabilities than a Gaussian measure.
Lewis, Thomas M., Pritchard, Geoffrey
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Density Properties of Harmonic Measure
The Annals of Mathematics, 1995Some metric properties of harmonic measure are studied in the paper. The basis of all considerations is the known formula \(f(x)= \int_{\partial \Omega} u dw_z\) which solves the Dirichlet problem \(\Delta f=0\) on \(\Omega \subset \mathbb{R}^n\), \(f=u\) on \(\partial \Omega\) and \(w_z\) a Borel probability measure on \(\partial \Omega\).
Jones, P. W., Makarov, Nikolai G.
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Measurability Properties of Mazurkiewicz Sets
2022Summary: We consider the family of Mazurkiewicz subsets of the Euclidean plane from the measure-theoretical point of view. In particular, it is shown that all Mazurkiewicz sets are negligible and there exists a Mazurkiewicz set which is absolutely negligible.
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