2002
DOI: 10.1111/j.1574-0862.2002.tb00105.x
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Publicly‐funded UK agricultural R&D and ‘social’ total factor productivity

Abstract: Most studies concerned with measuring the rate of return to publicly-funded agricultural R&D investment have found high returns, suggesting under-investment, and calls for increased expenditure have been common. However, the evaluation of returns tends to measure the effect of research expenditure against growth in total factor productivity (TFP), based on market inputs and outputs. When compared against growing public unease over the environmental effects of pursuing agricultural productivity growth, TFP indi… Show more

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Cited by 21 publications
(8 citation statements)
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“…This is a Laspeyres index of output per unit of all inputs (including fixed capital and labour, but not land) at the sector level. Thirtle and Bottomley (1992) used a Tornqvist-Theil index, which gives very similar results, while Barnes (2002) uses the same technique and extends the analysis to include environmental factors. Measurement of productivity change is not normally conducted at the crop level, due to the absence of crop-specific information in the national agricultural accounts.…”
Section: Introductionmentioning
confidence: 99%
“…This is a Laspeyres index of output per unit of all inputs (including fixed capital and labour, but not land) at the sector level. Thirtle and Bottomley (1992) used a Tornqvist-Theil index, which gives very similar results, while Barnes (2002) uses the same technique and extends the analysis to include environmental factors. Measurement of productivity change is not normally conducted at the crop level, due to the absence of crop-specific information in the national agricultural accounts.…”
Section: Introductionmentioning
confidence: 99%
“…Rayner, Whittaker and Ingersent (1986) put TFP growth at about 1% per annum; Godden (1985) found 1.3% with quality adjustment and 1.5% without; Doyle and Ridout (1985) are at the top end of the scale with an estimate 1.7%, which is the same as the estimate Zanias (1987) made using a production function approach. CSO (1969) 1949-67 1.87% Doyle & Ridout (1985) 1951-81 1.7% Godden (1985) 1964-80 1.5% (1.3% with quality adjustment) Rayner, Whittaker & Ingersent (1986) 1964-79 Laspeyres 1.14% Tornqvist 0.96% Thirtle & Bottomley (1992) 1967-90 1.77% Khatri (1994) 1953-90 1.95% Schimmelpfennig & Thirtle (1999) 1973-93 1.6% Amadi (2000) 1953-95 1.81% Barnes (2002) 1948-95 1.93%…”
mentioning
confidence: 99%
“…Until the reorganisation of the accounts in 1998, the approach was fairly crude, so there was still scope for TFP studies. Thus, the MAFF series was supplemented by further academic attempts at TFP measurement, such as Thirtle and Bottomley (1992), Khatri (1994) and most recently Barnes (2002) and Amadi (2000).…”
mentioning
confidence: 99%
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