The Debt Multiplier

Alice Albonico, G. Ascari, Alessandro Gobbi
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Abstract

This paper studies the debt multiplier, that is, the effects of a temporary and pure change in government debt on economic activity. Contrary to an infinitely-lived representative agent model, in an overlapping generations (OLG) framework output increases even after a temporary increase in debt due to a lump-sum tax reduction that is totally reversed in the future. When nominal interest rates are positive, the debt multiplier is generally quite small. However, the debt multiplier is much larger when the nominal interest rate is at the zero lower bound. Hence, the call for fiscal consolidation in recession times seems ill-advised. Moreover, the steady state level of debt matters in an OLG framework. Multipliers tend to increase with the level of debt in steady state. A rise in the steady state debt-to-GDP level increases the steady state real interest rate and thus it provides an alternative route to increase the room for manoeuvre for monetary policy facing de flationary shocks.
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债务乘数
本文研究了债务乘数,即政府债务的暂时和纯粹变化对经济活动的影响。与无限寿命的代表性代理模型相反,在重叠代(OLG)框架中,即使由于一次性减税而导致债务暂时增加,产出也会增加,而这种减税在未来会完全逆转。当名义利率为正值时,债务乘数通常相当小。然而,当名义利率处于零下限时,债务乘数要大得多。因此,在衰退时期呼吁财政整顿似乎是不明智的。此外,债务的稳定水平在OLG框架中很重要。在稳定状态下,乘数倾向于随着债务水平的增加而增加。稳定状态下债务与gdp之比的上升会提高稳定状态下的实际利率,从而为面对通缩冲击的货币政策提供了另一种增加操作空间的途径。
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