Search PubMed⌕ Search

SEARCH · Search PubMed

Results for “Estimation Technics”

Search indexed PubMed citations on genomics, clinical trials, systematic reviews and public health. Explore titles, authors and supplied subject terms, then open the PubMed record.

Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.

At least 541 records · Page 30Linked to original sources

Aging in China: demographic alternatives.

"In this article, China's future prospects have been discussed with regard to the aging of its population, by drawing heavily upon a new set of population projections prepared on the basis of the 1982 Population Census data. Unlike a variety of population projections for China currently available, our projections have placed heavy emphasis on the impact of improved mortality on China's aging process, by incorporating three alternative mortality assumptions. In our projections, all the alternative cases point to the acceleration of China's population aging, particularly after the year 2000.... From a policy point of view, these age compositional shifts will call for a change of priorities and a reallocation of resources to accommodate the rapidly growing proportion of elderly people and the steady decrease of young people in the population."

Age Distribution↗

Estimation of noncompartmental parameters: a technical note.

Noncompartmental pharmacokinetic parameters are usually expressed in terms of the area under the so-called first moment curve and the area under the plasma concentration-time curve. These areas are normally computed by numerical integration. There is an inconsistency in the way in which they are presently estimated. This inconsistency is detailed and a consistent approach to the computation of noncompartmental parameters is outlined. The difference between the two methods is illustrated using some data from the literature.

Models, Biological↗

Analysis of variance components in gene expression data.

MOTIVATION: A microarray experiment is a multi-step process, and each step is a potential source of variation. There are two major sources of variation: biological variation and technical variation. This study presents a variance-components approach to investigating animal-to-animal, between-array, within-array and day-to-day variations for two data sets. The first data set involved estimation of technical variances for pooled control and pooled treated RNA samples. The variance components included between-array, and two nested within-array variances: between-section (the upper- and lower-sections of the array are replicates) and within-section (two adjacent spots of the same gene are printed within each section). The second experiment was conducted on four different weeks. Each week there were reference and test samples with a dye-flip replicate in two hybridization days. The variance components included week-to-week, animal-to-animal and between-array and within-array variances. RESULTS: We applied the linear mixed-effects model to quantify different sources of variation. In the first data set, we found that the between-array variance is greater than the between-section variance, which, in turn, is greater than the within-section variance. In the second data set, for the reference samples, the week-to-week variance is larger than the between-array variance, which, in turn, is slightly larger than the within-array variance. For the test samples, the week-to-week variance has the largest variation. The animal-to-animal variance is slightly larger than the between-array and within-array variances. However, in a gene-by-gene analysis, the animal-to-animal variance is smaller than the between-array variance in four out of five housekeeping genes. In summary, the largest variation observed is the week-to-week effect. Another important source of variability is the animal-to-animal variation. Finally, we describe the use of variance-component estimates to determine optimal numbers of animals, arrays per animal and sections per array in planning microarray experiments.

Algorithms↗