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Titlebook: Stage-Structured Populations; Sampling, analysis a Bryan F. J. Manly Book 1990 Bryan F. J. Manly 1990 biological.cluster.cotton.development

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1431-0414 sam­ pling designs (Chapter 2), the estimation of parameters by maximum likelihood (Chapter 3), the analysis of sample counts of the numbers cif individuals in different stages at different times (Chapters 4 and 5), the analysis of data using Leslie matrix types of model (Chapter 6) and key factor
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Stage-structured populations,pulation may consist of a series of recognizable morphological stages that are entered, one after another, until death. It is then possible to model the dynamics of such a population in terms of the distributions of the durations of stages and temporal survival rates.
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Maximum likelihood estimation of models,mates that can be applied purely numerically if necessary. A disadvantage in some cases is that estimates can only be determined after lengthy iterative calculations that may not converge on stable values.
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Sampling for population estimation,forward. For example, to determine the proportion of trees that are infested in a large orchard of numbered trees, a random sample of tree numbers can be drawn and the chosen trees inspected. The sample proportion of infested trees is then an unbiased estimator of the orchard proportion and standard
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Analysis of multi-cohort stage-frequency data,tes of the numbers of individuals in the various development stages in a population, or in a fraction of a population, at a series of points in time. Interest usually centres on obtaining estimates of some or all of the following parameters:
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