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Gary D. Thompson

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Multiple selectivity equations Demand system equations. Cross-Sectional - Sequential Selectivity Models (Lahiri & Song) Mandarins. Oranges ... – PowerPoint PPT presentation

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Title: Gary D. Thompson


1
Estimating Import Demand for Fresh Citrus
  • Gary D. Thompson
  • Almuhanad Melhim
  • The University of Arizona

Linda Calvin Economic Research Service
2
Why Study Import Demand?
  • Quantify Impacts of SPS Measures
  • Elasticities (Own- Cross-Price)
  • Flexibility Estimates
  • Estimate Welfare of Impacts SPS

3
Characteristics of SPS Measures
  • Clementines from Spain
  • Country- Even Region-Specific
  • Date-Specific
  • ? Aggregated Data Not Appropriate

4
U.S. Mandarin Imports, 2000-03
Spain
Australia
S. Africa
Morocco
Source FATUS
5
Supply Side Drives Availability
  • Clementines from Spain
  • Zero Import Quantity ? No Import Price
  • Unobservable, Not Unobserved
  • Not Censoring Partial Truncation
  • Missing Price Quantity
  • Micro-Data Censoring Models Not Appropriate

6
Possible Approaches to Truncation
  • Incidental Truncation
  • Sample selection is typically cross-sectional.
  • Sample selection of import availability depends
    on agro-climatic factors
  • (e.g. weather throughout the year)

7
Truncation Demand Systems
  • Multiple selectivity equations Demand system
    equations
  • Cross-Sectional - Sequential Selectivity Models
    (Lahiri Song)

8
Partial Truncation at Product Level
Mandarins
Oranges
Tangerines
9
Selectivity Equations Probit/Logit
  • Binary Regression
  • Dep. Vbl. 0 if no imports
  • 1 if positive imports
  • Exp. Vbls. Temperature Precipitation
  • in Production Region

10
Marshallian Demand Equations
  • Incomplete Demand System
  • LINQUAD
  • Weak integrability guarantees reliable
    elasticity and welfare measures.

11
Demand Equations Truncation
  • Introduce Correction for Partial Truncation as
    Demographic Shifter in LINQUAD
  • ? Not just inverse Mills ratio
  • ? Multivariate normal is maintained

12
Choice of Samples for Estimation
  • 1. Consecutive Months Each Year
  • Oct. - Feb. Season 1992-93 to 2002-03
  • Aggregate Temporally to Eliminate Zero
  • Quantities Missing Prices
  • Semi-annual 1989 - 2003

13
Uncompensated Elasticities, Sample Median
Tangerine Mandarin Orange Tangerine
-0.026 -4.016 0.463 Mandarin -0.006 -4.375 0.039
Orange 0.374 -0.670 -2.268 Sample Monthly,
Oct.-Feb., 1992 2003 (T 55)
14
Uncompensated Elasticities, Sample Median
Tangerine Mandarin Orange Tangerine
-2.193 0.543 -0.134 Mandarin 0.020 -0.326 -0.463
Orange 0.133 -0.498 -0.101 Sample
Semi-annual, 1989 2003 (T 30)
15
Own-Price Elasticity, Mandarins
Oct 02
Oct 99
Oct 00
Oct 01
Suspension of Spanish Imports
16
Cross-Price Elasticity, Mand.-Orange
17
Correction for Truncation
  • Necessary for modeling seasonal availability of
    imports (or exports).
  • Yields reasonable, if highly variable, elasticity
    estimates.
  • Uses data readily available, e.g. FATUS, NOAA.

18
Future Work
  • Demand for Domestic Imported Fresh Citrus
  • Apply to other specialty crops, e.g. asparagus,
    fresh tomatoes.
  • MLE or Non-Parametric Estimation
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