2018
DOI: 10.1093/ajae/aay068
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EstimatingEx AnteCost Functions for Stochastic Technologies

Abstract: This paper revisits the problem of estimating ex ante cost functions previously studied by Pope and Just in 1996, as well as Moschini in 2001. An ex ante cost function that generalizes their ex ante cost functions is introduced, and an econometric procedure for estimating a flexible approximation to it is developed. That generalized cost function is economically relevant not only for the Pope and Just 1996 choice setting, but for general producer risk preferences, general stochastic technologies, and general f… Show more

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Cited by 6 publications
(2 citation statements)
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“…Moreover, I only observe ex‐post outputs while the farmer minimizes cost based on expected output which can lead to biased estimates of the cost function (e.g., Chambers & Serra, 2019; Chavas, 2008; Moschini, 2001). In agriculture, deviations of realized from expected output typically result from weather conditions that differ from the farmers’ expectations (e.g., Finger et al., 2018; Key & Sneeringer, 2014; Schlenker & Roberts, 2009).…”
Section: Datamentioning
confidence: 99%
“…Moreover, I only observe ex‐post outputs while the farmer minimizes cost based on expected output which can lead to biased estimates of the cost function (e.g., Chambers & Serra, 2019; Chavas, 2008; Moschini, 2001). In agriculture, deviations of realized from expected output typically result from weather conditions that differ from the farmers’ expectations (e.g., Finger et al., 2018; Key & Sneeringer, 2014; Schlenker & Roberts, 2009).…”
Section: Datamentioning
confidence: 99%
“…The advantage of using data on producers' ex‐ante input allocations has already been recognized for some time. Considering that information on farmers' expected output levels are unknown and unobservable to researchers, a number of insightful contributions (Chambers & Serra, 2018; Chavas, 2008; Moschini, 1988; Pope & Just, 1996, 1998; Pope & Chavas, 1994) have explored the options for estimating ex‐ante cost functions. Further, LaFrance and Pope (2010) have examined the necessary and sufficient conditions for variable input demands using observational data on input prices, quasifixed inputs, and total variable cost.…”
mentioning
confidence: 99%