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A Crowding Index for Finite Populations
Perceptual and Motor Skills, 1990The classical definition of population density used in social science disciplines as a measure of density or physical crowding has severe shortcomings since actual spatial orientation is disregarded. A formula is proposed to measure physical crowding or population density which corrects the deficiency of the conventional formulation.
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Inference in Finite Populations
2017Most statistical methods such as imputation methods, inverse probability weighted methods, regression calibration methods developed in missing data and biased sampling problems originated from survey sampling studies. In this chapter, we briefly review some important survey sampling problems.
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1987
In previous lectures, we have assumed infinitely large populations, and infinitely large samples from these populations. This permitted us to equate frequencies with their underlying probabilities. For example, the probability of drawing a A gamete in a sample from generation t of a population was pt, where pt was the frequency of A in the infinite ...
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In previous lectures, we have assumed infinitely large populations, and infinitely large samples from these populations. This permitted us to equate frequencies with their underlying probabilities. For example, the probability of drawing a A gamete in a sample from generation t of a population was pt, where pt was the frequency of A in the infinite ...
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Sampling from Finite Populations
1993In Section 5.1, we reformulate and study some elementary questions of sampling from finite populations in terms of point processes. Basic concepts and important examples will be discussed in detail so that previous knowledge about this topic is not necessary. Section 5.2 concerns a certain mixing model that is called “superpopulation.” We hope that the
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