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Paul R. Voss and Guangqing Chi Applied Population Laboratory Center for Demography and Ecology

Explore updating a small-area population forecasting model by incorporating spatial factors and non-demographic variables from various disciplines to improve accuracy. Develop regression approach, indexes, and incorporate spatial process effects for a detailed forecast. Evaluate with 2000 census data.

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Paul R. Voss and Guangqing Chi Applied Population Laboratory Center for Demography and Ecology

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  1. Test Driving a Small-Area Population Forecasting Model:Seeking Additional Horsepower through Updated Engineering and Non-Demographic Fuel Additives Paul R. Voss and Guangqing Chi Applied Population Laboratory Center for Demography and Ecology University of Wisconsin – Madison BSPS Annual Conference 2006 September 2006 The University of Southampton Support provided by the Wisconsin Agricultural Experiment Station (Hatch project no. WIS04536)

  2. Motivating Questions • What can be done to improve the abysmally atheoretical nature of small-area population forecasts? • In particular, what about a regression approach? • Especially, what if we step outside our disciplinary confines and incorporate variables from other fields that, at face value, must be predictors of population growth? • nature of the land (ground cover, wetlands, hydrography, slope) • accessibility (transportation infrastructure, highways, airports, etc.) • developability (high/low growth potential) • desirability (natural and built amenities) • livibility (potential quality of living) • And, surely, should we not begin immediately to adopt some of the spatial econometric approaches long effectively employed by quantitative geographers and regional scientists?

  3. Proposed Regression Approach • Broaden our thinking regarding the relationships between population change and the host of factors influencing such change – some drawn from demography but many others from disciplines not normally involved in formal population forecasting efforts • Categorize and integrate these factors in an effective way (construct indexes) • Incorporate spatial process effects into the model • Carry out the forecasting at a sufficiently fine geographic level that environmental and geophysical effects on population change can be better captured and modeled

  4. Strategy • Assemble all necessary data for 1990 base year • Forecast populations for 2000 • Compare 2000 forecasts with 2000 census results

  5. Preview of Findings… It didn’t work

  6. Our Region 1,837 minor civil divisions in state of Wisconsin, U.S. Our Data census data satellite imagery other data from several federal and state statistical agencies

  7. Population Change Conceptual framework Spatial Demographics Developability Accessibility Population Temporal Desirability Livability

  8. Population Change Conceptual framework Local demographic characteristics ---------------------------------------------- Population density Age: the young and the old Minority: black and Hispanic Institutional population (college) Education attainment: HS and Bchl. Geographic mobility Poverty Seasonal housing Sustenance organization: retail and agricultural industrial structure Spatial Demographics Developability Accessibility Population Temporal Desirability Livability

  9. Population Change Conceptual framework Spatial Demographics Transportation infrastructure -------------------------------------- Residential preference Highway infrastructure Accessibility to airports Accessibility to highways Accessibility to workplaces Developability Accessibility Population Temporal Desirability Livability

  10. Population Change Conceptual framework Spatial Demographics The potential for land conversion & development ----------------------------------- Water Wetlands Slope Tax-exempt (protected) lands Built-up lands Developability Accessibility Population Temporal Desirability Livability

  11. Population Change Conceptual framework Spatial Demographics Developability Accessibility Population Natural & built amenities desirable for living -------------------------- Forests Water Lakeshore/riverbank/ coastline Golf courses slope Temporal Desirability Livability

  12. Population Change Conceptual framework Spatial Demographics Developability Accessibility Population Urban conditions suitable for living --------------------------- Safety School performance Public transportation Buses Public water New housing County seat Income Real estate value Employment rate Temporal Desirability Livability

  13. Using Principal Components Analysis, We Developed Indices of Each of These Conceptual Areas Mapping the Indexes Confirmed What We know about the Areas And the Indexes all Revealed Fairly Strong Autocorrelation

  14. Demographics Moran’s I = 0.4260 Moran’s I = 0.2878

  15. Accessibility Moran’s I = 0.4882 Moran’s I = 0.4639

  16. Developability Moran’s I = 0.3565

  17. Desirability Moran’s I = 0.4089

  18. Livability Moran’s I = 0.7860 Moran’s I = 0.7849

  19. We Ran Lots of Regressions Whatever the Approach, We Always Ran a Standard Normal Linear Regression and then Corrected this Specification by Incorporating Spatial Effects (spatial lag and spatial error)

  20. Regressions without Any Temporal Consideration OLS: SLM: SEM:

  21. Regressions with Temporal Consideration of Population Change OLS: SLM: SEM:

  22. Regressions with Temporal Considerations of Population Change and Indices OLS: SLM: SEM:

  23. Forecasting and Evaluation Regression projection Baseline projection Projections using indices Projection using individual variables Dependent variables: population change, population density, population density change Indices generating methods: PCA, coefficients, coefficients and correlations Select the best one Select the better one Standard regression Partial spatio-temporal regression Full spatio-temporal regression Extrapolation projection Population forecast adjustments Evaluation and comparison

  24. Four Finalized Population Forecasting Models Model 1: Extrapolation projection Model 3: partial spatio-temporal regression(incorporating spatial population effects) Model 2: Standard regression Model 4: full spatio-temporal regression (incorporating spatial population effects and other neighbor characteristics)

  25. So… How did it turn out with all this re-engineering and fancy fuel additives? Not well

  26. Population projections to 2000 without adjustments at the MCD level

  27. Population projections to 2000 with adjustments at the MCD level

  28. Summary • Things just didn’t turn out as we hypothesized (and hoped) they would • Our fancy spatio-temporal model outperformed simple regression in the estimation stage of the analysis (but who cares?) • But, to our dismay, in the forecasting stage, the a-theoretical, simple extrapolation model outperformed the regression models in all comparisons but one • In only one set of MCDs did the fancy model outperform all others: MCDs of fewer than 250 people. We launched this project in the belief that non-demographic variables might perform best in very small areas, and this finding may suggest that we explore that possibility further

  29. Thanks!

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