A Bayesian Estimation of a DSGE Model with Financial Frictions

Rossana Merola
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引用次数: 7

Abstract

Episodes of crises that have recently plagued many emerging market economies have lead to a wide-spread questioning of the two traditional generations of models of currency crises. Distressed banking system and adverse credit-markets conditions have been pointed as sources of serious macroeconomics contractions, so introducing these imperfections into standard economic models can help to explain the more recent crises. This paper introduces financial frictions a la Bernanke Gertler and Gilchrist in a two-sector small open economy, suited to analyze an emerging country. The model is estimated on simulated data applying both Bayesian techniques and maximum likelihood method and comparing the results under the two di¤erent estimation procedures. First, I analyze the influence of the prior on the estimation outcomes. Results seems to confirm that one of the main advantages of Bayesian approach is the ability of providing a framework for evaluating fundamentally mis-specified models. Second, I test the sensitivity of estimation outcomes to the sample size, showing how, for large samples, results under Bayesian estimation converges asymptotically to those obtained applying maximum likelihood. A further extension would be to perform the estimation on historical data for an emerging economy that have recently experienced a financial crisis.
考虑金融摩擦的DSGE模型的贝叶斯估计
最近困扰许多新兴市场经济体的危机事件,引发了对两代传统货币危机模型的广泛质疑。陷入困境的银行体系和不利的信贷市场状况被认为是严重宏观经济收缩的根源,因此将这些不完善引入标准经济模型可以帮助解释最近的危机。本文采用贝南克·格特勒和吉尔克里斯特的方法,介绍了两部门小型开放经济中的金融摩擦,适用于分析新兴国家。应用贝叶斯技术和极大似然法对模拟数据进行了模型估计,并比较了两种估计方法下的结果。首先,分析先验对估计结果的影响。结果似乎证实,贝叶斯方法的主要优点之一是能够提供一个框架来评估根本错误指定的模型。其次,我测试了估计结果对样本量的敏感性,显示了对于大样本,贝叶斯估计下的结果如何渐近地收敛于应用最大似然获得的结果。进一步的扩展将是对最近经历金融危机的新兴经济体的历史数据进行估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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