Wealth effects, the Taylor rule and the liquidity trap
Barbara Annicchiarico, Giancarlo Marini, Alessandro Piergallini
Abstract
Barbara Annicchiarico, Giancarlo Marini, Alessandro Piergallini
Abstract
This paper analyzes the dynamic properties of the Taylor rule with the zero lower bound on the nominal interest rate in an optimizing monetary model with overlapping generations. The main result is that the presence of wealth effects is not sufficient to rule out the possibility of infinite equilibrium paths with decelerating inflation. In particular, the operation of wealth effects does not avoid the occurrence of liquidity traps when the central bank implements a Taylor-type interest-rate feed back rule.
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This paper analyzes the dynamic properties of the Taylor rule with the zero lower bound on the nominal interest rate in an optimizing monetary model with overlapping generations. The main result is that the presence of wealth effects is not sufficient to rule out the possibility of infinite equilibrium paths with decelerating inflation. In particular, the operation of wealth effects does not avoid the occurrence of liquidity traps when the central bank implements a Taylor-type interest-rate feed back rule.
Key concepts: Taylor rule, Liquidity trap, Economics, Nominal interest rate, Inflation (cosmology), Zero lower bound, Market liquidity, Interest rate