1978
DOI: 10.2307/2232015
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The Relations Between Industrial Research and Development and Factor Demands

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Cited by 13 publications
(6 citation statements)
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“…We use a depreciation rate of 0.09489 for machinery and equipment (M&E) and a depreciation rate of 0.047 for central administrative offices (CAO), based on Hayashi and Inoue (1991). An obsolescence rate of 0.05 for R&D was taken from Schott (1978). The elasticities of labor, M&E, and CAO were taken from You (1981), and the elasticity of R&D from Schott (1978).…”
Section: The User Cost Of Worker Trainingmentioning
confidence: 99%
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“…We use a depreciation rate of 0.09489 for machinery and equipment (M&E) and a depreciation rate of 0.047 for central administrative offices (CAO), based on Hayashi and Inoue (1991). An obsolescence rate of 0.05 for R&D was taken from Schott (1978). The elasticities of labor, M&E, and CAO were taken from You (1981), and the elasticity of R&D from Schott (1978).…”
Section: The User Cost Of Worker Trainingmentioning
confidence: 99%
“…An obsolescence rate of 0.05 for R&D was taken from Schott (1978). The elasticities of labor, M&E, and CAO were taken from You (1981), and the elasticity of R&D from Schott (1978). They are 0.386, 0.790, 0.790, and 0.74887, respectively.…”
Section: The User Cost Of Worker Trainingmentioning
confidence: 99%
See 1 more Smart Citation
“…Schott (1978) formalizes the relationship between industrial R&D and factor demands by private sector producers. The desired levels of factor demand are derived from the following cost minimisation problem: minC = LHw+ Kc+ kb s.t.…”
Section: Specification Of Production Functions With Endogenous Technimentioning
confidence: 99%
“…s (23.73) where C are the total costs, L is the number of persons employed, H are the hours per person, w is the hourly wage rate, K is the capital stock, c is the user cost of capital, k is the technical knowledge stock, b is the user cost of technical knowledge, Q is the potential industrial output, k is a constant, and C p is the rate of capital utilization. Thus, the optimum long-run demand function for technical knowledge is [Schott (1978) [Griliches (1986)] where R is the deflated gross investment in research.…”
Section: Specification Of Production Functions With Endogenous Technimentioning
confidence: 99%