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Monetary rules in a two-sector endogenous growth model

机译:双部门内源性增长模型中的货币规则

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We study the balanced growth paths and their stability features of a monetary two-sector endogenous growth model with physical capital and human capital accumulation. The demand of money is motivated on the ground of a fractional cash-in-advance constraint on consumption expenditures and on those in the investment in physical capital. We consider, in sequence, two monetary rules implemented by the Central Bank. First, we assume that the latter pegs the money growth rate and then the nominal interest rate according to a Taylor feedback rule. When the Central Bank pegs the money growth rate, there emerges a unique balanced growth path which turns out to be indeterminate for a low amplitude of the liquidity constraint and/or for a low enough intertemporal elasticity of substitution in consumption even under the hypothesis that the cash-in-advance constraint applies uniquely on consumption expenditures. On the other hand, when the monetary policy is implemented according to a Taylor feedback rule, an unintended liquidity trap equilibrium may coexist with multiple interior Taylor equilibria. If, on the one hand, the liquidity trap equilibrium is bound to be locally determinate; on the other hand, the Taylor interior equilibrium may become locally indeterminate provided the cash-in-advance constraint applies also on the investment in physical capital good and under a physical capital intensive human capital good. A global analysis is performed in which we show that the Taylor equilibrium and the liquidity trap one are connected through a heteroclinic orbit.
机译:我们研究了具有物质资本和人力资本积累的货币双部门内源性增长模型的平衡增长路径及其稳定性特征。金钱的需求是关于消费支出的分数现金的制约因素的基础上,以及对物理资本投资的影响。我们认为,按照中央银行实施的两个货币规则。首先,我们假设后者PEG根据泰勒反馈规则的金钱增长率,然后是名义利率。当中央银行挂钩货币增长率时,出现了一个独特的平衡生长路径,其结果是较低的流动性限制和/或即使在消费中的替代出的足够低的杂交弹性,即使在假设下现金提前的约束在消费支出上独特地适用。另一方面,当根据泰勒反馈规则实施货币政策时,意外的流动性陷阱均衡可能与多个内部泰勒均衡共存。如果一方面,如果流动性陷阱平衡一定会在局部确定;另一方面,泰勒内部平衡可能会在局部不确定,只要现金预付款也适用于物理资本的投资,并且在物质资本密集型人力资本良好的情况下也适用。进行全局分析,其中我们表明泰勒平衡和流动性捕集器通过杂循环轨道连接。

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