Date of Graduation
8-2024
Document Type
Thesis
Degree Name
Master of Science in Agricultural Economics (MS)
Degree Level
Graduate
Department
Agricultural Economics and Agribusiness
Advisor/Mentor
Biram, Hunter D.
Committee Member
Connor, Hunter
Second Committee Member
Villanueva, Anastasio J.
Keywords
Crop insurance; Expected utility; Net indemnities; Optimal coverage; Risk management; Stochastic simulation
Abstract
Agricultural producers bear many risks, including production risks stemming from uncertainty in weather and pest pressure and price risks arising from market volatility. Federal Crop Insurance has become one of the most popular tools to manage these risks. While yield and revenue crop insurance tend to be the most popular production and price risk management tools provided by the government, participation in Margin Protection insurance lags far behind despite providing production, crop price, and input price risk protection. This study aims to uncover whether Margin Protection crop insurance is an effective risk management tool by estimating the optimal coverage level under crop price, input price, and yield uncertainty in Arkansas County. Monte Carlo simulation has been applied by leveraging a copula function to simulate margin losses across six correlated random variables consisting of county yields, commodity futures prices, and the prices of inputs used in determining margin guarantees under Margin Protection. The optimal coverage of 95% has shown the highest net indemnities and certainty equivalents which indicates that producers can benefit by leveraging the highest coverage level under Margin Protection. Findings from this work also have implications for the upcoming farm bill discussion as farm policy proposals are considered, including the potential for reintroducing a margin program in Title 1 of the farm bill.
Citation
Chattha, K. (2024). Evaluating Margin Protection (MP) Crop Insurance as a Risk Management Tool for Rice Producers in Arkansas. Graduate Theses and Dissertations Retrieved from https://scholarworks.uark.edu/etd/5391