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Cover image for Applied mathematical demography
Title:
Applied mathematical demography
Personal Author:
Series:
Statistics for biology and health
Edition:
3rd ed.
Publication Information:
New York, NY : Springer, 2005
ISBN:
9780387225371
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30000010144306 HB849.51 K48 2005 Open Access Book Book
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Summary

Summary

ButIacceptedtheinvitation.Key?tz'ssuggestionthatweincorporatesome of my earlier work on matrix population models seemed like a good way to complement the methods presented in the book, and to expand the range of their applications. I am a demographer of plants and nonhuman animals. Some would call this an oxymoron, since the Greek rootdemos refers to people, and that's us. But there are precedents for taking more inclusive de?nitions of the Greek.Ecologyandeconomics, forexample, bothcomefromtherootoikos, referring to the household. Interpretingdemos as referring to individuals, whether they are persons or not, lets demography apply across species. There is a long tradition of such crossover. Alfred J. Lotka is acknowledged as a founding father of both demography and ecology. Raymond Pearl used demographic methods to analyze the e?ects of toxic substances and cro- ing on fruit ?ies. Lee (1987) compared the density-dependence of the vital rates of human and non-human animals. Today, in studies of senescence, reproduction, and individual heterogeneity, the boundaries between animal and human studies are becoming increasingly blurred (Wachter et al. 1997, Carey 2003, Wachter and Bulatao 2003, Carey and Tuljapurkar 2003).


Author Notes

Hal Caswell is a Senior Scientist in the Biology Department of the Woods Hole Oceanographic Institution, where he holds the Robert W. Morse Chair for Excellence in Oceanography.


Table of Contents

Introduction: Population Without Age
The Life Table
The Matrix Model Framework
Mortality Comparisons
The Male-Female Ratio
Fixed Regime of Mortality and Fertility
Birth and the Intrinsic Rate of Natural Increase
Birth, Increase, and Dynamics of Matrix Population Models
Reproductive Value
Reproductive Value in Matrix Models
Understanding Population Characteristics
Markov Chains for Individual Life Histories
Projection and Forecasting
Perturbation Analysis of Matrix Models
Some Types of Instability
The Demographic Theory of Kinship
Microdemography
The Multi-State Model
Family Demography
Heterogeneity and Selection in Population Analysis
Epilogue
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