2008SSRN Electronic JournalOpen access

Measuring Factor Biased Technological Change in Greek Agriculture

Ioanna Reziti, Anthony N. Rezitis

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Abstract

This paper uses time series data for the period 1961-1995 and a flexible model to analyze the progress of factor-biased technological change in Greek agriculture. The model employs a third-order transcendental logarithmic cost function which allows the second-order coefficients to change over time. The empirical results show that the hypothesis of non-homotheticity is not rejected implying the existence of a scale effect. The direction of technological change is characterized as labor-saving, capital-using, manufactured inputs-using, other intermediate inputs-saving, and land-neutral. The results also suggest that the overall biased technological change and factor substitution effects contributed to a greater extent in the changes of factor cost shares when compared to the contribution of scale effects.

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What this paper is about

This paper uses time series data for the period 1961-1995 and a flexible model to analyze the progress of factor-biased technological change in Greek agriculture. The model employs a third-order transcendental logarithmic cost function which allows the second-order coefficients to change over time. The empirical results show that the hypothesis of non-homotheticity is not rejected implying the existence of a scale effect. The direction of technological change is characterized as labor-saving, capital-using, manufactured inputs-using, other intermediate inputs-saving, and land-neutral. The results also suggest that the overall biased technological change and factor substitution effects contributed to a greater extent in the changes of factor cost shares when compared to the contribution of scale effects.

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Available abstract

This paper uses time series data for the period 1961-1995 and a flexible model to analyze the progress of factor-biased technological change in Greek agriculture. The model employs a third-order transcendental logarithmic cost function which allows the second-order coefficients to change over time. The empirical results show that the hypothesis of non-homotheticity is not rejected implying the existence of a scale effect. The direction of technological change is characterized as labor-saving, capital-using, manufactured inputs-using, other intermediate inputs-saving, and land-neutral. The results also suggest that the overall biased technological change and factor substitution effects contributed to a greater extent in the changes of factor cost shares when compared to the contribution of scale effects.

Key concepts: Technological change, Logarithm, Economics, Technical change, Econometrics, Scale (ratio), Order (exchange), Capital (architecture)

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