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The Potential Value of Agricultural Trade Options

Published online by Cambridge University Press:  15 September 2016

Darren L. Frechette*
Affiliation:
Department of Agricultural Economics and Rural Sociology, The Pennsylvania State University
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Abstract

Hedgers located far from organized commodity exchanges suffer a mismatch between their local prices and exchange prices. Futures and options traded on the exchange may still be valuable to distant hedgers, but only to the extent that basis risk is small. Forward contracting allows hedgers to manage risk using a local delivery price, but the Commodity Futures Trading Commission has long banned the sale of off-exchange options, limiting the opportunities available to hedgers. Recently, agricultural trade options (ATOs) have been introduced as over-the-counter option products designed specifically for hedgers. To date, ATOs have found little interest from potential sellers, but the potential demand for these options may be substantial. This study develops a methodology for measuring the potential value of ATOs. It describes and quantifies the demand for corn ATOs by dairy farms in Pennsylvania and estimates the value these farms might place on ATO contracts offered locally.

Type
Articles
Copyright
Copyright © 2003 Northeastern Agricultural and Resource Economics Association 

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References

Associated Press. (1998, April 4). “Bill Would End Ban on Commodities” National press release.Google Scholar
Associated Press. (2000, February 10). “Greenspan Eyes Derivative Exemption” National press release.Google Scholar
Chavas, J.-P., and Holt, M. T. (1996, May). “Economic Behavior Under Uncertainty: A Joint Analysis of Risk Preferences and Technology.Review of Economics and Statistics 78, 329335.Google Scholar
Frechette, D. L. (2000, November). “The Demand for Hedging and the Value of Hedging Opportunities.American Journal of Agricultural Economics 82, 897907.Google Scholar
Frechette, D. L. (2001, August). “Hedging with Futures and Options: A Demand System Approach.Journal of Futures Markets 21(8), 693712.Google Scholar
Hirshleifer, D. (1988, December). “Risk, Futures Pricing, and the Organization of Production in Commodity Markets.Journal of Political Economy 96(6), 12061220.Google Scholar
Lapan, H. E., and Moschini, G. (1994, August). “Futures Hedging Under Price, Basis, and Production Risk.American Journal of Agricultural Economics 76, 465477.Google Scholar
Lapan, H. E., Moschini, G., and Hanson, S. D. (1991, February). “Production, Hedging, and Speculative Decisions with Options and Futures Markets.American Journal of Agricultural Economics 73(1), 6674.Google Scholar
Lence, S. H. (1995, May). “The Economic Value of Minimum-Variance Hedges.American Journal of Agricultural Economics 77, 353364.Google Scholar
Lence, S. H. (1996, July). “Relaxing the Assumptions of Minimum-Variance Hedging.Journal of Agricultural and Resource Economics 21(1), 3955.Google Scholar
Lence, S. H. (2000, November). “Using Consumption and Asset Return Data to Estimate Farmers’ Time Preferences and Risk Attitudes.American Journal of Agricultural Economics 82, 934947.Google Scholar
Moschini, G., and Hennessy, D. A. (2001). “Uncertainty, Risk Aversion, and Risk Management for Agricultural Producers.” In Gardner, B. and Rausser, G. C. (eds.), Handbook of Agricultural Economics, Volume 1A (chapter 2). Amsterdam: Elsevier Science.Google Scholar
Raskin, R., and Cochran, M. J. (1986, December). “Interpretations and Transformations of Scale for the Pratt-Arrow Absolute Risk Aversion Coefficient: Implications for Generalized Stochastic Dominance.Journal of Agricultural and Resource Economics 11(2), 204210.Google Scholar
Simaan, Y. (1993, May). “What Is the Opportunity Cost of Mean-Variance Investment Strategies?Management Science 39(5), 578587.Google Scholar