Matrix Population Models.pdf

Matrix Population Models

Hal Caswell

Date de parution

Matrix population models are a standard tool for studying stage‐structured populations, but they are not flexible in describing stage duration distributions. This study describes a method for modeling various such distributions in matrix models. The method uses a mixture of two negative binomial distributions (parametrized using a maximum likelihood method) to approximate a target (true

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9780878930968 ISBN
Matrix Population Models.pdf

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Sofya Voigtuh

[PDF] Matrix Population Models Download Full – … The book covers new tools for designing robust field studies; estimation of abundance and demographic rates; matrix population models and analyses of population dynamics; and current approaches for genetic and spatial analysis. Each chapter is illustrated by empirical examples based on real datasets, with a companion website that offers online exercises and examples of computer code in the R

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Mattio Müllers

Many species have been at increasing risk due to human influences. Mathematical models have allowed for understanding population demographics which ...

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Noels Schulzen

Matrix population models can effectively guide biological control of crop pests. • Models indicate that parasitism levels necessary to suppress Cephus cinctus populations exceed those observed in the field.. Increasing parasitism of overwintering larvae would contribute significantly to pest suppression. Matrix population models - hyperleap.com

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Jason Leghmann

Leslie matrix is a discrete, age-structured model of population growth that is very popular in population ecology. It was invented by and named after P. H. Leslie. The Leslie Matrix (also called the Leslie Model) is one of the best known ways to describe the growth of populations (and their projected age distribution), in which a population is closed to migration and where only one sex 01Introduction: Introduction to the popbio Package …

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Jessica Kolhmann

Matrix models describe population processes on a discrete time scale and for discrete classes of individuals, e.g. age classes, sites, or developmental stages. We will discuss deterministic models and their generalization to include environmental stochasticity, demographic stochasticity, uncertainty, density-dependence, and spatial structure. We will also explore the practical application of