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Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Central Place Theory “5% of U.S. land is in urban areas, but 90% of real estate.

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Presentation on theme: "Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Central Place Theory “5% of U.S. land is in urban areas, but 90% of real estate."— Presentation transcript:

1 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Central Place Theory “5% of U.S. land is in urban areas, but 90% of real estate value is in urban areas” Why???

2 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Location Patterns for City Size  Zipf’s Law (a.k.a. the Rank/Size Rule)

3 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Zipf’s Law in Practice

4 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Why Might Zipf’s Law Work?  Mathematically…  Suppose all cities grow at random rates over time.  Suppose all cities tend to grow at the same average rate.  Suppose all cities have the same “volatility” in their growth rates.  Zipf’s Law will hold!  Are these assumptions Reasonable???  Any Limitations???

5 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Patterns of City Location “Large cities tend to be spread out rather than concentrated.”

6 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Patterns of City Location “City Rank Changes tend to be relatively rare, and systematic rather than random.”

7 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Factors Driving Location Patterns  Centralizing/Centripetal Forces  Economies of Scale  Economies of Agglomeration  Positive Locational Externalities  “Cumulative Causation”  Decentralizing/Centrifugal Forces  Congestion  Pollution  Crime  Intra-urban transportation costs  Rent/land prices  Utility??? Correlation with City Size???

8 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Factors Driving Location Patterns  Central Place Theory  “In order to reduce ‘spatial friction,’ places of similar size, rank, or function will tend to be evenly spaced across geographical space and/or popluation.” Ex. #1: Minimize the average distance from HQ to city along a linear path. ABCDEABCDE

9 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Central Place Theory  If CPT holds, why aren’t all companies headquartered in Wichita, KS???  Limitations 1) Multi-dimensional spacing 2) Population/economic weightings

10 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University 2 Dimensional CPT

11 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Population/Economic Weights  Ex. #2: Now suppose that due to locational amenities (upwind, later sunrise, etc.) more people want to (and do) live farther west. Specifically, the population/market served in each town is as follows: A=50, B=40, C=30, D=20, and E=10. Where should the company locate now? ABCDEABCDE

12 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University What Makes Cities Grow?  Economic Base  Export (Basic) Sector –  Service (Nonbasic) Sector –  Economic Growth depends…

13 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Forecasting Growth in Cities  Estimate Growth by Industry  Compare Industry Growth to City Location Quotients:  Where: N mi = employment in city m, industry I N m = total employment (all industries) city m N i = national employment, industry I N = total national employment (all industries)

14 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Location Quotients  Ex. Estimate Lubbock’s widget making location quotient given the following data: Total U.S. Employment = 150,000,000 U.S. Widget Makers = 300,000 Total Lubbock Employment = 100,000 Lubbock Widget Makers = 700  Interpretation of Result:

15 Real Estate Investments David M. Harrison, Ph.D. Texas Tech University Multiplier Effects  Growth in the export sector…  Employment Multiplier  Population Multiplier Rules of Thumb


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