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An Examination of Inverse Demand Models: An Application to the U. S. Crawfish Industry

Published online by Cambridge University Press:  15 September 2016

Youngjae Lee  and
P. Lynn Kennedy
Youngjae Lee
Affiliation:
Crescent City Tigers Alumni Professor at Louisiana State University Agricultural Center in Baton Rouge, Louisiana
P. Lynn Kennedy
Affiliation:
Crescent City Tigers Alumni Professor at Louisiana State University Agricultural Center in Baton Rouge, Louisiana
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Abstract

This study analyzes quantity impacts of imported crawfish tailmeat on Louisiana crawfish tailmeat prices, and demonstrates the statistical validity and proper interpretation of cross substitution within inverse demand systems. Among five inverse demand systems, the Differential Inverse National Bureau of Research (DINBR) model shows no violation of econometric assumptions for the data analyzed. By using Allais coefficients proposed by Barten and Bettendorf (1989), we show substitutability among the five fish species.

Keywords

inverse demand systemsstatistical validityAllais coefficients
Type
Contributed Papers
Information
Agricultural and Resource Economics Review , Volume 37 , Issue 2 , October 2008 , pp. 243 - 256
Copyright
Copyright © 2008 Northeastern Agricultural and Resource Economics Association 

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References

Anderson, R. W. 1980. “Some Theory of Inverse Demand for Applied Demand Analysis.” European Economic Review 14(3): 281–290.Google Scholar
Barten, A. P., and Bettendorf, L. J. 1989. “Price Formation of Fish: An Application of an Inverse Demand System.” European Economic Review 33(8): 1509–1525.CrossRefGoogle Scholar
Brown, M. G., Lee, J. Y., and Seale, J. L. 1995. “A Family of Inverse Demand Systems and Choice of Functional Form.” Empirical Economics 20(3): 519–530.CrossRefGoogle Scholar
Eales, J., Durham, C., and Wessells, C. R. 1997. “Generalized Models of Japanese Demand for Fish.” American Journal of Agricultural Economics 79(4): 1153–1163.CrossRefGoogle Scholar
Gorman, W. M. 1960. “The Demand for Fish, an Application of Factor Analysis.” Research Paper No. 6, Series A (Faculty of Commerce and Social Science, University of Birmingham, UK). Abstracted in Econometrica 28(3): 649–650.Google Scholar
Haden, K. 1990. “The Demand for Cigarettes in Japan.” American Journal of Agricultural Economics 72(2): 446–450.CrossRefGoogle Scholar
Hausman, J.A. 1978. “Specification Tests in Econometrics.” Econometrica 46(6): 1251–1271.Google Scholar
Kim, H. Y. 1997. “Inverse Demand Systems and Welfare Measurement in Quantity Space.” Southern Economic Journal 63(3): 663–679.Google Scholar
Laitinen, K., and Theil, H. 1979. “The Antonelli Matrix and the Reciprocal Slutsky Matrix.” Economics Letters 3(2): 153–157.Google Scholar
Lee, Y. J. 2007. “An Analysis of the Impact of Fish Imports on Domestic Crawfish Prices and Economic Welfare Using Inverse Demand Systems.” Ph. D. dissertation, Louisiana State University, Baton Rouge, LA.Google Scholar
Matsuda, T. 2005. “Forms of Scale Curves and Differential Inverse Demand Systems.” American Journal of Agricultural Economics 87(3): 786–795.CrossRefGoogle Scholar
McGuirk, A. M., Driscoll, P., and Alwang, J. 1993. “Misspecification Testing: A Comprehensive Approach.” American Journal of Agricultural Economics 75(4): 1044–1055.CrossRefGoogle Scholar
McGuirk, A. M., Driscoll, P., Alwang, J., and Huang, H. 1995. “System Misspecification Testing and Structural Change in the Demand for Meats.” Journal of Agricultural and Resource Economics 20(1): 1–21.Google Scholar
Park, H., Thurman, W. N., and Easley, J. E. 2004. “Modeling Inverse Demands for Fish: Empirical Welfare Measurement in Gulf and South Atlantic Fisheries.” Marine Resource Economics 19(3): 331–351.Google Scholar
Ramsey, J. B. 1969. “Tests for Specification Errors in Classical Linear Least-Squares Regression Analysis.” Journal of the Royal Statistical Society Series B 31(2): 350–371.Google Scholar
Thurman, W. N. 1986. “Endogeneity Testing in a Supply and Demand Framework.” Review of Economics and Statistics 68(4): 638–646.Google Scholar
Tomek, W. G., and Robinson, K. L. 1990. Agricultural Product Prices (3rd edition). Ithaca, NY: Cornell University Press.Google Scholar
U. S. International Trade Commission. 2003. “Crawfish Tail Meat from China: Review.” Investigation No. 731-TA-752, U. S. International Trade Commission, Washington, D. C.Google Scholar
Wong, K. G., and McLaren, K. R. 2005. “Specification and Estimation of Regular Inverse Demand Systems: A Distance Function Approach.” American Journal of Agricultural Economics 87(4): 823–834.Google Scholar
Wu, D. M. 1973. “Alternative Tests of Independence Between Stochastic Regressors and Disturbances.” Econometrica 41(4): 733–750.Google Scholar
Zellner, A. 1962. “An Efficient Method of Estimating Seemingly Unrelated Regressions and Tests for Aggregation Bias.” Journal of the American Statistical Association 57(298): 348–368.CrossRefGoogle Scholar