منابع مشابه
Philip J. Fay (1953-2014).
Philip J. Fay, Ph.D., Professor of Biochemistry and Biophysics at the University of Rochester, passed away on June 25, 2014 at the age of 61. He succumbed to the multiple myeloma that he had battled valiantly for 6 years. Phil is survived by his wife of 38 years, Andrea, daughters Amber and Emily, and five grandchildren. On July 8th the flags at the University of Rochester were lowered in his h...
متن کاملIn Memoriam: Fredric S. Fay
Fred Fay died unexpectedly at 53 years of age while working with colleagues in Germany. Fred spent most of his career at the University of Massachusetts Medical School where he had been one of the founding faculty members. His biological interests were the contractile mechanisms of smooth muscle and chemotaxis, but Fred’s greatest enthusiasm was for instrumentation. Fred invented new ways to se...
متن کاملMSE Estimation in Transformed Fay-Herriot Models
The problem of accurately estimating the Mean Squared Error (MSE) of Small Area Estimators (SAE’s) within a Fay-Herriot (1979) normal-error model is studied theoretically in the common setting where the model is fitted to a logarithmically transformed response variable. For bias-corrected EBLUP small-area point estimators, MSE formulas and estimators are provided, with biases of smaller order t...
متن کاملParametric transformed Fay-Herriot model for small area estimation
Consider the small area estimation when positive area-level data like income, revenue, harvests or production are available. Although a conventional method is the logtransformed Fay-Herriot model, the log-transformation is not necessarily appropriate. Another popular method is the Box-Cox transformation, but it has drawbacks that the maximum likelihood estimator (ML) of the transformation param...
متن کاملDifferential Fay identities and auxiliary linear problem of integrable hierarchies
We review the notion of differential Fay identities and demonstrate, through case studies, its new role in integrable hierarchies of the KP type. These identities are known to be a convenient tool for deriving dispersionless Hirota equations. We show that differential (or, in the case of the Toda hierarchy, difference) Fay identities play a more fundamental role. Namely, they are nothing but a ...
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ژورنال
عنوان ژورنال: Al-Raida Journal
سال: 1970
ISSN: 0259-9953
DOI: 10.32380/alrj.v0i0.520