Theoretical Analysis Regarding a Zero Lower Bound on Nominal Interest Rates
Bennett T. McCallum
Abstract
Open-access reader
Bennett T. McCallum
Abstract
Open-access reader
This paper explores several issues concerning a possible zero lower bound (ZLB) including its theoretical rationale; the magnitude of effects of low sustained inflation on real interest rates; the validity of analyzing monetary policy in models with no monetary variables; and the dynamic stabilizing properties of Taylor rules in a ZLB context.The most important argument, however, is that if the short nominal rate is immobilized at zero, there nevertheless exists a route for monetary stabilization policy to be effective---via the foreign exchange market.Its quantitative importance is examined in a calibrated, optimizing, open-economy model.
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This paper explores several issues concerning a possible zero lower bound (ZLB) including its theoretical rationale; the magnitude of effects of low sustained inflation on real interest rates; the validity of analyzing monetary policy in models with no monetary variables; and the dynamic stabilizing properties of Taylor rules in a ZLB context.The most important argument, however, is that if the short nominal rate is immobilized at zero, there nevertheless exists a route for monetary stabilization policy to be effective---via the foreign exchange market.Its quantitative importance is examined in a calibrated, optimizing, open-economy model.
Key concepts: Zero lower bound, Nominal interest rate, Zero (linguistics), Economics, Mathematics, Econometrics, Statistics, Interest rate