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Functional Disability at Nursing Home Admission: A Comparison of Urban and Rural Admission Cohorts
The Journal of Rural Health, 2001ABSTRACT: This study's objective was to examine the relationships between rural residence and availability of nursing home and home liealth care to functional disability at the time of nursing home admission. Secondary data were obtained from tlte Minimum Data Set (MDS) 2.0 for Nebraska for 3,443 rural and 1,296 urban older people admitted to nursing ...
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On admissible estimation for parametric functions in linear models
Statistical Papers, 1988Consider a linear model E y\(=\theta \in K\), cov \(y\in V\), and let (a,y) be a linear estimator of some parametric function (p,\(\theta)\). Under the squared error loss function \(((a,y)-(p,\theta))^ 2\) the authors investigate whether or not (a,y) is admissible for (p,\(\theta)\).
Zmyślony, Roman, Drygas, Hilmar
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Generalized Metric Subregularity and Regularity with Respect to an Admissible Function
SIAM Journal on Optimization, 2016Summary: In this paper, adopting an admissible function \(\varphi\), we consider a kind of generalized metric subregularity/regularity of a multifunction \(F\) with respect to \(\varphi\), which is a natural generalization of the Hölder metric regularity.
Xi Yin Zheng, Jiangxing Zhu
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Partial Continuous Functions and Admissible Domain Representations
Journal of Logic and Computation, 2006It is well known that to be able to represent continuous functions between domain representable spaces it is critical that the domain representations of the spaces we consider are dense. In this article we show how to develop a representation theory over a category of domains with morphisms partial continuous functions.
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On Positive Superharmonic Functions in a -Admissible Domains
Journal of the London Mathematical Society, 1984The author introduces a new boundary property of domains. He calls it a- admissible and proves that if a bounded domain D in \({\mathbb{R}}^ N\), \(N\geq 2\), is a-admissible and if u is a positive superharmonic function in D, then u(x)\(\geq k dist(x,D)\) in D for some positive constant k.
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On existence of admissible and weakly admissible limits for functions of several complex variables
Siberian Mathematical Journal, 1992See the review in Zbl 0769.32002.
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Admissible Superharmonic Functions and Associated Measures
Journal of the London Mathematical Society, 1979openaire +2 more sources