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Measuring Restrictiveness of Psychiatric Care
Psychiatric Services, 1982"Restrictiveness" is neither a narrow legal concept nor a clinical concept that encompasses all aspects of a patient and his treatment; it refers to several features of treatment that can infringe on individual freedoms. As part of a study to develop a reliable method to measure restrictiveness, 31 mental health professionals were asked to rate the ...
P, Ransohoff +3 more
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Linear Measurement Error Models with Restricted Sampling
Biometrics, 2007Summary The relationship between nutrient consumption and chronic disease risk is the focus of a large number of epidemiological studies where food frequency questionnaires (FFQ) and food records are commonly used to assess dietary intake. However, these self‐assessment tools are known to involve substantial random error for most nutrients, and ...
Gorfine, Malka +3 more
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Bounds on Orthonormal Polynomials for Restricted Measures
Constructive Approximation, 2023The paper investigates upper bounds for orthonormal polynomials associated with a positive Borel measure \(\mu\) on \(\mathbb{R}\), whose restriction to \((-1,1)\) coincides with a given measure \(\nu\). The main result establishes that for \(y \in \mathbb{R}\), \[ \left|p_n(\mu, y)\right| \leq \sup _{0 \leq J \leq n} \sup _{S_J}\left|S_J(y) p_{n-J ...
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Measures to Mitigate Pandemic Restrictions
2023Policy responses to the Covid-19 pandemic in the global South were dominated by movement restrictions and lockdowns imposed in the global North, and not always relevant to the countries or geographical areas where they were imposed. Countries must be free to decide how to manage a global crisis, so their governments can take decisions that are in the ...
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Quasicqnformal mappings with restrictions in measure
Ukrainian Mathematical Journal, 1993\textit{I. N. Pesin} [Dokl. Akad. Nauk SSSR 187, 740-742 (1969; Zbl 0215.128)] formulated theorems on existence, equicontinuity and completeness for classes with integral restrictions of a certain form. \textit{G. David} [Ann. Acad. Sci. Fenn., Ser. AI 13, No.
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