2000
DOI: 10.2139/ssrn.228875
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Imperfect Competition and the Dynamics of Mark-ups

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Cited by 20 publications
(17 citation statements)
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“…The steady-state rate of depreciation, δ, is calibrated such that the steady-state investment-tooutput ratio is consistent with the sample average investment-to-output ratio, and takes a value of 1.67% per quarter in our model. This is somewhat lower than Burnside and Eichenbaum's (1996) value and that implicit in the Bank of England's Macroeconometric Model, (13) but is similar to the estimated value for the UK reported in Britton, Larsen and Small (2000).…”
Section: ρ Xsupporting
confidence: 79%
“…The steady-state rate of depreciation, δ, is calibrated such that the steady-state investment-tooutput ratio is consistent with the sample average investment-to-output ratio, and takes a value of 1.67% per quarter in our model. This is somewhat lower than Burnside and Eichenbaum's (1996) value and that implicit in the Bank of England's Macroeconometric Model, (13) but is similar to the estimated value for the UK reported in Britton, Larsen and Small (2000).…”
Section: ρ Xsupporting
confidence: 79%
“…The steady‐state rate of depreciation, δ , is calibrated such that the steady‐state investment to output ratio is consistent with the sample average investment to output ratio, and takes a value of 1.67% per quarter in our model. This is somewhat lower than Burnside and Eichenbaum's (1996) value and that implicit in the Bank of England's Macroeconometric Model (see Bank of England, 1999), but is similar to the estimated value for the UK reported in Britton, Larsen and Small (2000).…”
Section: Calibrationsupporting
confidence: 76%
“…The discount factor, β = (0.99) 120 (0.99 per quarter), is standard in the real-business-cycle literature. The value of the elasticities of substitution across intermediates, η = 4.3, implies a markup for monopolistic firms equal to 1.3, in the middle of the range of 1.2-1.4 suggested by international evidence [Britton et al (2000), Gali et al (2007)]. The standing-on-shoulders effect parameter, ψ = 0.35, reflects the baseline simulation parameter of Strulik et al (2013 : p. 429) that is well-known as a numerical study of the R&D-based OLG model.…”
Section: The Model Parameterizationmentioning
confidence: 97%