Inverse Projection
Inverse projection, and its more flexible successor generalized inverse projection, reconstructs the demographic history of a population from the outside in. Where conventional cohort-component projection runs a known population forward using assumed rates, inverse projection runs the logic backward: starting from a population of known size and age structure at one date, and given annual totals of births and deaths, it infers the population sizes, age distributions, mortality levels, life expectancies and fertility rates that must have prevailed in earlier years. The technique was devised by Ronald Lee and applied by Wrigley and Schofield to their English aggregative series, allowing three centuries of population history to be recovered without any direct census before 1801. Jim Oeppen's generalization relaxed restrictive assumptions about migration and closed populations. The method is the bridge that turns raw counts of vital events into a fully articulated demographic regime.
קראו את השיטה במלואה
התחברו עם חשבון חינמי כדי לקרוא חלק זה.
מפת שיטות
סביבת השיטות הקרובות — בחרו צומת כדי לחקור.
מקורות
- Wrigley, E. A., & Schofield, R. S. (1981). The Population History of England 1541-1871: A Reconstruction. Edward Arnold / Harvard University Press. ISBN: 9780674690073
- Wrigley, E. A., Davies, R. S., Oeppen, J. E., & Schofield, R. S. (1997). English Population History from Family Reconstitution 1580-1837. Cambridge University Press. ISBN: 9780521590150
איך לצטט עמוד זה
ScholarGate. (2026, June 23). Inverse Projection and Generalized Inverse Projection. ScholarGate. https://scholargate.app/he/historical-demography/inverse-projection-demography
איזו שיטה?
הציבו שיטה זו לצד קרובותיה הקרובות וקראו אותן זו לצד זו — הספרייה מניחה את הספרים על השולחן; הבחירה בידיכם.
- Aggregative Parish Register AnalysisHistorical Demography↔ השוואה
- Family ReconstitutionHistorical Demography↔ השוואה
- Historical GDP Back-ProjectionEconomic History↔ השוואה
- Historical Life Table ConstructionHistorical Demography↔ השוואה