2017
DOI: 10.1016/j.euroecorev.2016.11.001
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Transparency, expectations anchoring and inflation target

Abstract: In various speeches, former Fed Chairman Ben Bernanke contrasted the proposal of setting a higher inflation target by claiming that it could unanchor inflation expectations. A standard New Keynesian framework with learning supports this claim both asymptotically, because a higher inflation target shrinks the E-stability region when a central bank follows a Taylor rule, and in the transition phase, because a higher inflation target slows down the speed of convergence of expectations. Transparency helps anchorin… Show more

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Cited by 16 publications
(20 citation statements)
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“…Less credible announcements, re ‡ected in greater weight on historical patterns of data when forecasting, generate larger and more variable sacri…ce ratios. Ascari, Florio, and Gobbi (2014), building on Eusepi (2005), show communication improves EStability in models where only one-period-ahead expectations matter, but where average in ‡ation rates are greater than zero. Finally, Honkapohja and Mitra (2014) provide a global analysis of the zero lower bound.…”
Section: Central Bank Communicationmentioning
confidence: 99%
“…Less credible announcements, re ‡ected in greater weight on historical patterns of data when forecasting, generate larger and more variable sacri…ce ratios. Ascari, Florio, and Gobbi (2014), building on Eusepi (2005), show communication improves EStability in models where only one-period-ahead expectations matter, but where average in ‡ation rates are greater than zero. Finally, Honkapohja and Mitra (2014) provide a global analysis of the zero lower bound.…”
Section: Central Bank Communicationmentioning
confidence: 99%
“…Thus, in this modeling framework we can consider µ t is the trend inflation under the current regime. If G(s t ) in (2) is equal to 0, µ t = µ (1) , while G(s t ) = 1 implies µ t = µ (2) . Thus, trend inflation modeled as (2) is assumed to have two regimes characterized by µ (1) and µ (2) , and trend inflation generally takes the value between them depending on the value of the transition function G.…”
Section: St Phillips Curve Modelmentioning
confidence: 99%
“…In addition, we assume 0.05 < c < 0.95 so that we can detect the regime shifts in trend inflation within the sample period. In this setting, G(s t ) takes the value close to zero with smaller s t around the beginning of the sample period, making µ t close to µ (1) . Therefore, µ (1) can be considered to be the trend inflation around the beginning of the sample.…”
Section: St Phillips Curve Modelmentioning
confidence: 99%
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