2010
DOI: 10.1111/j.1467-6419.2009.00622.x
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Elusive Persistence: Wage and Price Rigidities, the New Keynesian Phillips Curve and Inflation Dynamics

Abstract: We review the main New Keynesian inflation equations that have arisen as a result of aggregation from individual firms' price rigidities. We find that, on the whole, they cannot account for inflation persistence, a key feature of the empirical dynamics of inflation, and with important policy implications. The only exceptions seem to be when indexation is allowed in price setting or when price stickiness is combined with wage rigidity and staggering.

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Cited by 11 publications
(11 citation statements)
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“…The share of backward‐looking price resetters is around 45%. This constellation is also a common finding in the literature (e.g., Galí and Gertler , Table , Tsoukis, Kapetanios, and Pearlman ) (although with our proviso of a significant slope).…”
Section: Estimationssupporting
confidence: 87%
“…The share of backward‐looking price resetters is around 45%. This constellation is also a common finding in the literature (e.g., Galí and Gertler , Table , Tsoukis, Kapetanios, and Pearlman ) (although with our proviso of a significant slope).…”
Section: Estimationssupporting
confidence: 87%
“…Since the first empirical work on the NKPC, there have been significant methodological developments in the area of estimation with weak instruments, and our analysis draws heavily on these methods to help explain the puzzles in the literature. Earlier surveys on the NKPC include Henry and Pagan (2004), Ólafsson (2006), Rudd and Whelan (2007), Nason and Smith (2008b) and Tsoukis et al (2011). We extend these surveys by emphasizing the many econometric issues raised by estimation of the NKPC, and our empirical analysis spans a much wider range of estimation approaches and specifications than what previous individual papers have considered (in fact, we suspect we estimated more NKPC specifications than the entire preceding literature combined).…”
Section: Introductionmentioning
confidence: 80%
“…The remaining firms set prices optimally as a fixed markup, μ, over discounted expected marginal costs. When resetting, firms also take into account that the price may be fixed for many future periods, yielding the optimal reset price pt* (see Tsoukis et al ., , for a comprehensive survey) 0truept*=(1θβ)Etk=0false(θβfalse)k[]mct+kn+μwhere mcn is (the log of) nominal marginal costs, β is a discount factor, and Et is the expectation operator. The overall price level is then a weighted average of lagged and reset prices, pt=θpt1+false(1θfalse)pt*.…”
Section: An Application: New Keynesian Phillips Curvesmentioning
confidence: 99%