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Additional info for Production Structure and Productivity of Japanese Agriculture: Volume 1: Quantitative Investigations on Production Structure

Example text

The rest of this chapter is organized as follows. 2 presents the analytical framework. 3 explains the data and estimation procedure. 4 presents empirical results. 5 provides a brief summary and conclusion. 0 hectares (ha) and over, respectively). 0 ha) because we will face the problem of singularity if we include it in the system of estimating equations. 1) are based on the following reasoning. 1. 4. The major reason for introducing a multiple-product TC function is that we want to explicitly test our hypotheses on input-output separability and input non-jointness in postwar Japanese agricultural production.

It is hence a challenge to compare the estimated results of Tofuken and Hokkaido by applying the same methods used in this book to Hokkaido agriculture. For additional information, the following sources of data which are all published annually by the Statistical Bureau of the MAFF are used: the Sakumotsu Tokei (the Crop Statistics), the Nogyo Shokuryo Kanren-Sangyo no Keizai Keisan (the Social Accounts for Agriculture- and Food-Related Industries), the Poketto Norin Suisan Tokei (the Pocket Size Statistical Yearbook of the MAFF), the Norinsuisan-sho Tokei-hyo (the Statistical Yearbook of the MAFF), the Nogyo Hakusho Fuzoku Tokeihyo (the Appendix Tables of the Agricultural White Paper), the Norinsuisan Shiken-Kenkyu Nenpo (the Yearbook of Research and Experiments of Agriculture, Forestry, and Fisheries), the Norinsuisan-Kankei Shiken Kenkyu Yoran (the Abstract Yearbook of Experiment and Research on Agriculture, Forestry, and Fisheries), the Seisan Shotoku Tokei (the Statistical Yearbook of Production Income).

In order to derive the elasticity of the marginal cost of each output with respect to the index of technological change, we undertake the following procedure. 14) j i, j = G, A, k = L, M, I, B, O. 14) represents incremental or marginal cost of each output in percentage terms. Noting that, εCQ i = ∂ ln C = ∂ ln Qi C ∂C / ∂Qi Qi = MCi / C , i = G, A, Qi Empirical Investigation into Production Structure 15 we differentiate the logarithm of εCQ i with respect to ln t, holding output quantities and factor prices constant.

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