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Buchumschlag
Multiregional demography: principles, methods and extensions
Gespeichert in:
Bibliographische Detailangaben
Beteilige Person: Rogers, Andrei (VerfasserIn)
Format: Buch
Sprache:Englisch
Veröffentlicht: Chichester [u.a.] Wiley 1995
Schlagwörter:
Demografie
Demografía
Demografía - Modelos matemáticos
Démographie - Modèles mathématiques - Logiciels
Geografía demográfica - Modelos matemáticos
Géographie de la population - Modèles mathématiques
Migración interna
Migración interna - Modelos matemáticos
Migration intérieure - Modèles mathématiques
Prévision démographique - Modèles mathématiques
Mathematisches Modell
Demography > Mathematical models > Software
Migration, Internal > Mathematical models
Population forecasting > Mathematical models
Population geography > Mathematical models
Mathematische Methode
Demographie
Links:http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=007318815&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
Umfang:XI, 236 S. 1 Diskette 3,5"
ISBN:0471958921
Internformat

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Datensatz im Suchindex

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adam_text Contents Preface ix 1. Introduction 1 1.1 The multiregional perspective and multiregional models 2 1.1.1 The life table model 2 1.1.2 The projection model 3 1.2 Rates of increase and exponential growth 4 1.3 Outline of the book 6 1.4 Notation 7 2. Spatial Population Dynamics 10 2.1 The biregional baseline model: Mora Bora Island 11 2.2 Application: urbanization in India and in the former Soviet Union 13 2.3 The matrix projection model and stable growth 15 2.4 Heterogeneity and aggregation bias 17 2.5 Heterogeneity, selection bias, and return moves 22 2.5.1 Independent populations 23 2.5.2 Interdependent populations 25 2.6 Decomposition and tearing: The net migration rate 26 2.7 Decomposition bias and the net migration rate 30 2.8 The stable equivalent population and the spatial reproductive value 32 2.9 Application: stable population growth and spatial reproductive values in Belgium 36 3. Uniregional Mathematical Demography 40 3.1 The uniregional life table 41 3.1.1 Overview 41 3.1.2 Life table computations 42 3.1.3 The terminal age interval in the life table 46 3.2 Estimating age specific probabilities of dying 47 vi CONTENTS 3.2.1 The standard procedure: the Option 1 method 47 3.2.2 An alternative procedure: the Option 2 method 48 3.2.3 The Option 1 and Option 2 life table estimation methods contrasted 49 3.2.4 Verifying a few useful uniregional life table formulas 53 3.2.5 Application: the impacts of aggregation on Swedish female life table measures 56 3.3 The uniregional projection model of demographic growth 57 3.3.1 Overview 57 3.3.2 Survivorship and reproduction 60 3.3.3 The projection matrix 62 3.3.4 The net maternity function 64 3.3.5 Application: replacement level fertility and zero population growth in Mexico 67 3.4 Stable growth 69 3.4.1 The mathematical theory 70 3.4.2 Relations under stability 73 3.4.3 Verifying a few useful uniregional stable population growth formulas 79 4. The Multiregional Life Table 81 4.1 Elementary multiregional life table functions 81 4.2 The history of the birth cohort: the stationary population 84 4.3 The computation of multiregional survivorship proportions 92 4.4 Estimating life table probabilities 94 4.4.1 Estimation using occurrence exposure rates: the Option 1 method 96 4.4.2 Estimation using conditional survivorship proportions: the Option 2 method 97 4.4.3 Annual migration equivalent rates 100 4.5 Verifying a few useful multiregional life table formulas 101 4.6 Closing out the life table 104 4.6.1 The Option 1 method 104 4.6.2 The Option 2 method 106 4.7 Application: Swedish population redistribution and marital status change 107 5. Multiregional Projection and Stable Growth 111 5.1 The multiregional projection process 111 5.1.1 Survivorship and migration 112 5.1.2 Fertility 114 5.1.3 The multiregional projection matrix 115 CONTENTS vii 5.1.4 Multiregional projection to stable growth 118 5.2 Relations under stability 120 5.3 Verifying a few useful multiregional stable population growth formulas 123 5.4 Spatial zero population growth 124 5.4.1 Conditions for spatial zero population growth 125 5.4.2 The redistributional impacts of two alternative spatial patterns of fertility reduction 127 5.4.3 The spatial momentum of zero population growth 129 5.5 Application: spatial reproductive values in Mexico 132 5.5.1 Definitions and theory 133 5.5.2 Numerical evaluation 135 6. Origin Dependent Life Tables and Projections 140 6.1 Birthplace specific multiregional demography and origin dependence 140 6.2 A birthplace and age specific multiregional model 146 6.2.1 Fertility 150 6.2.2 Projection to stability 152 6.3 The origin dependent age specific multiregional model 154 6.3.1 The origin dependent multiregional life table 155 6.3.2 Estimating the probability transition regime for the initial age under the Option 2 method 158 6.3.3 Fertility 159 6.3.4 The origin dependent multiregional projection model 162 6.3.5 Projection to stability 164 6.4 Application: return migration to region of birth among elderly persons in the USA 165 6.4.1 Return migration: measurement issues 165 6.4.2 Dynamic measures of the impacts of elderly return migration: life tables and projections 167 6.4.3 Discussion 170 6.5 Relations under stability 171 7. Immigration and the Foreign Born Population 177 7.1 Immigration: opening up the multiregional model to external migration 177 7.1.1 The standard open projection model with regions 177 7.1.2 Application: an open biregional projection model of the US total national population 179 7.2 Keeping track of the foreign born population 182 7.2.1 The open uniregional model 182 7.2.2 The open multiregional model 185 viii CONTENTS 7.3 Application: The internal migration patterns of the foreign born population in the USA 193 7.3.1 Alternative indicators of internal migration patterns: levels, directions, and redistributional impacts 193 7.3.2 Are the internal migration patterns of the foreign born population different from those of the native bom? 195 7.3.3 Discussion 198 7.4 Relations under stability 199 8. Conclusion 203 Appendix A: Sample Data Sets 209 Appendix B: The SPACE Computer Program 217 References 225 Index 233
any_adam_object 1
author Rogers, Andrei
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isbn 0471958921
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oclc_num 603868440
open_access_boolean
owner DE-703
owner_facet DE-703
physical XI, 236 S. 1 Diskette 3,5"
publishDate 1995
publishDateSearch 1995
publishDateSort 1995
publisher Wiley
record_format marc
spellingShingle Rogers, Andrei
Multiregional demography principles, methods and extensions
Demografie gtt
Demografía
Demografía - Modelos matemáticos
Démographie - Modèles mathématiques - Logiciels
Geografía demográfica - Modelos matemáticos
Géographie de la population - Modèles mathématiques
Migración interna
Migración interna - Modelos matemáticos
Migration intérieure - Modèles mathématiques
Prévision démographique - Modèles mathématiques
Mathematisches Modell
Demography Mathematical models Software
Migration, Internal Mathematical models
Population forecasting Mathematical models
Population geography Mathematical models
Mathematische Methode (DE-588)4155620-3 gnd
Demographie (DE-588)4011412-0 gnd
subject_GND (DE-588)4155620-3
(DE-588)4011412-0
title Multiregional demography principles, methods and extensions
title_auth Multiregional demography principles, methods and extensions
title_exact_search Multiregional demography principles, methods and extensions
title_full Multiregional demography principles, methods and extensions Andrei Rogers
title_fullStr Multiregional demography principles, methods and extensions Andrei Rogers
title_full_unstemmed Multiregional demography principles, methods and extensions Andrei Rogers
title_short Multiregional demography
title_sort multiregional demography principles methods and extensions
title_sub principles, methods and extensions
topic Demografie gtt
Demografía
Demografía - Modelos matemáticos
Démographie - Modèles mathématiques - Logiciels
Geografía demográfica - Modelos matemáticos
Géographie de la population - Modèles mathématiques
Migración interna
Migración interna - Modelos matemáticos
Migration intérieure - Modèles mathématiques
Prévision démographique - Modèles mathématiques
Mathematisches Modell
Demography Mathematical models Software
Migration, Internal Mathematical models
Population forecasting Mathematical models
Population geography Mathematical models
Mathematische Methode (DE-588)4155620-3 gnd
Demographie (DE-588)4011412-0 gnd
topic_facet Demografie
Demografía
Demografía - Modelos matemáticos
Démographie - Modèles mathématiques - Logiciels
Geografía demográfica - Modelos matemáticos
Géographie de la population - Modèles mathématiques
Migración interna
Migración interna - Modelos matemáticos
Migration intérieure - Modèles mathématiques
Prévision démographique - Modèles mathématiques
Mathematisches Modell
Demography Mathematical models Software
Migration, Internal Mathematical models
Population forecasting Mathematical models
Population geography Mathematical models
Mathematische Methode
Demographie
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=007318815&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
work_keys_str_mv AT rogersandrei multiregionaldemographyprinciplesmethodsandextensions
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