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The Zero Lower Bound and Estimation Accuracy
Author(s) -
Tyler Atkinson,
Alexander W. Richter,
Nathaniel A. Throckmorton
Publication year - 2019
Publication title -
federal reserve bank of dallas, working papers
Language(s) - English
DOI - 10.24149/wp1804r1
Subject(s) - zero lower bound , econometrics , economics , zero (linguistics) , estimation , nonlinear system , recession , piecewise , precautionary savings , mathematics , monetary policy , macroeconomics , mathematical analysis , linguistics , philosophy , physics , management , quantum mechanics
During the Great Recession, many central banks lowered their policy rate to its zero lower bound (ZLB), creating a kink in the policy rule and calling into question linear estimation methods. There are two promising alternatives: estimate a fully nonlinear model that accounts for precautionary savings effects of the ZLB or a piecewise linear model that is much faster but ignores the precautionary savings effects. Repeated estimation with artificial datasets reveals some advantages of the nonlinear model, but they are not large enough to justify the longer estimation time, regardless of the ZLB duration in the data. Misspecification of the estimated models has a much larger impact on accuracy. It biases the parameter estimates and creates significant differences between the predictions of the models and the data generating process.

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