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Multidimensional mathematical demography

Author: Kenneth C Land; Andrei Rogers; National Science Foundation (U.S.)
Publisher: Burlington : Elsevier Science : Academic Press, ©2013.
Series: Studies in population.
Edition/Format:   eBook : Document : Conference publication : EnglishView all editions and formats
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Genre/Form: Electronic books
Conference papers and proceedings
Congresses
Tables Congresses
Additional Physical Format: Print version:
Land, Kenneth C.
Multidimensional Mathematical Demography : Proceedings of the Conference on Multidimensional Mathematical Demography Held at the University of Maryland, College Park, Maryland, March 23-25, 1981, Sponsored by the National Science Foundation.
Burlington : Elsevier Science, ©2013
Material Type: Conference publication, Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Kenneth C Land; Andrei Rogers; National Science Foundation (U.S.)
ISBN: 9781483269849 1483269841
OCLC Number: 897643828
Notes: 5. Relative Rates of Convergence.
Multidimensional Mathematical Demography.
Description: 1 online resource (623 pages).
Contents: Front Cover; Multidimensional Mathematical Demography; Copyright Page; Table of Contents; Contributors; Preface; Acknowledgments; Chapter 1. Multidimensional Mathematical Demography: An Overview; 1. Introduction; 2. Recent Developments in Multistate Demographic Models; 3. The Conference on Multidimensional Mathematical Demography; 4. Organization of the Volume; 5. Conclusions and Next Steps; Chapter 2. Multidimensional Population Analysis with Incomplete Data; 1. Introduction; 2. Data Requirements and Data Availability; 3. Modeling the Data in the Account. 4. Parameter Estimation from Available Data5. Numerical Applications; 6. Conclusion; Chapter 3. Model Schedules in Multistate Demographic Analysis: The Case of Migration; 1. Synthetic Model Migration Schedules: I. The Correlational Perspective; 2. Synthetic Model Migration Schedules: II. The Relational Perspective; 3. Concluding Remarks; Chapter 4. Multistate Life Table Methodology: A Probabilist Critique; 1. Introduction; 2. The Markov Chain Model; 3. Integration Hypotheses; 4. Occurrence/Exposure Rates; 5. Other Observational Plans; 6. Sampling and Heterogeneity. Chapter 5. Statistical Methods for Markov-Generated Increment-Decrement Life Tables with Polynomial Gross Flow Functions1. Introduction; 2. Model Specification; 3. Age-Specific Methods for Occurrence/Exposure Rates; 4. Marital Dissolution and Remarriage in Sweden: Application and Comparison of Methods; 5. Application of the Methods to Survivorship Proportions; 6. Concluding Comments; Chapter 6. Transition Probability Estimation in Increment- Decrement Life Tables: Using Mobility Data from a Census or a Survey; 1. Introduction; 2. Approach A: Estimation from Mobility Rates. 3. Approach B: Estimation from Transition Proportions4. A Brief Comparison of the Two Alternative Approaches; 5. Conclusion; Chapter 7. Generalizing the Life Table Model to Incorporate Interactions between the Sexes; 1. Introduction; 2. Life Table Models; 3. A TWOFIDS Model for the United States/California 1970; 4. Conclusion; Appendix: The TWONUP First Marriage Matrix; Appendix: Input Data for the TWOFIDS Model; Chapter 8. Multiregional Population Projections by Place of Previous Residence; 1. Introduction; 2. Stationary and Stable Population Distributions. 3. Multiregional Population Projections by Place of Birth4. Multiregional Population Projections by Place of Previous Residence; 5. Native-Dependent Multiregional Population Projections; 6. Conclusion; Appendix A: Native-Independent Multistate Projection: Biregional Model; Appendix B: Separation Factors; Chapter 9. Multiregional Age-Structured Populations with Changing Rates: Weak and Stochastic Ergodic Theorems; 1. Introduction; 2. The Formalism of Multiregional Population Models; 3. Weak Ergodic Theorems for Multiregional Populations Models; 4. Stochastic Ergodic Theorems.
Series Title: Studies in population.
Responsibility: edited by Kenneth C. Land, Andrei Rogers.

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