1999Journal of Business and Economic StatisticsRequires access

Estimation of a Doubly Heteroscedastic Stochastic Frontier Cost Function

Kaddour Hadri

Open publisher page 178 citations

Abstract

This article extends the results obtained by Caudill, Ford, and Cropper in estimating and testing stochastic frontier cost functions in the presence of heteroscedastic inefficiency using cross-section data. It suggests the estimation of the model under the assumption of heteroscedasticity in both random terms. This avoids any possible misspecification bias and the use of incorrect tests. The same data as used by Caudill et al. supports the new specification. Moreover, we find that firm-specific inefficiency measures are extremely sensitive to the proposed correction for heteroscedasticity.

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What this paper is about

This article extends the results obtained by Caudill, Ford, and Cropper in estimating and testing stochastic frontier cost functions in the presence of heteroscedastic inefficiency using cross-section data. It suggests the estimation of the model under the assumption of heteroscedasticity in both random terms. This avoids any possible misspecification bias and the use of incorrect tests. The same data as used by Caudill et al. supports the new specification. Moreover, we find that firm-specific inefficiency measures are extremely sensitive to the proposed correction for heteroscedasticity.

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OpenAlex reports 178 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This article extends the results obtained by Caudill, Ford, and Cropper in estimating and testing stochastic frontier cost functions in the presence of heteroscedastic inefficiency using cross-section data. It suggests the estimation of the model under the assumption of heteroscedasticity in both random terms. This avoids any possible misspecification bias and the use of incorrect tests. The same data as used by Caudill et al. supports the new specification. Moreover, we find that firm-specific inefficiency measures are extremely sensitive to the proposed correction for heteroscedasticity.

Key concepts: Heteroscedasticity, Inefficiency, Econometrics, Frontier, Estimation, Economics, Function (biology), Mathematics

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