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不对称风险下的宏观审慎政策:贝叶斯结构分位数 VAR 方法

Macro-prudential policy under asymmetric risks: A Bayesian structural quantile VAR approach
Journal of Econometrics · 2026 · Sulkhan Chavleishvili、Robert F. Engle、Stephan Fahr、Manfred Kremer、Frederik Lund-Thomsen、Simone Manganelli

中文摘要

宏观审慎政策制定者面临一个风险管理问题:他们必须评估源于金融失衡的对实体经济的中期下行风险以及随之而来的未来金融危机威胁,同时还要考量政策干预因放弃上行潜力而产生的成本。限制下行风险与保留上行增长之间的这种权衡本质上是不对称的,并且取决于未来宏观经济结果的分布。我们通过定义新的下行风险与上行潜力度量,并为宏观审慎政策设定一个显式损失函数,将这一决策问题形式化。为在这一框架下评估政策,我们开发并应用了一种新颖的贝叶斯结构分位数向量自回归模型,该模型能够提供灵活且可能不对称的预测分布。利用分位数脉冲响应,我们评估了宏观审慎政策在降低增长波动性与负偏度方面的作用空间,推断宏观审慎政策立场,并刻画了宏观审慎干预可能产生益处的情形。

Abstract

Macro-prudential policymakers face a risk-management problem: they must assess medium-term downside risks to the real economy stemming from financial imbalances and the associated threat of future financial crises, while accounting for the cost of policy interventions in terms of foregone upside potential. This trade-off between limiting downside risks and preserving upside growth is inherently asymmetric and depends on the distribution of future macroeconomic outcomes. We formalize this decision problem by defining novel measures of downside risk and upside potential and by stipulating an explicit loss function for macro-prudential policy. To evaluate policy in this setting, we develop and apply a novel Bayesian structural quantile vector autoregressive model that delivers flexible and potentially asymmetric predictive distributions. Using quantile impulse responses, we assess the scope for macro-prudential policy to reduce growth volatility and negative skewness, infer the macro-prudential policy stance, and characterize the circumstances under which macro-prudential interventions are likely to be beneficial.
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