PD-LGD correlation for the banking lending segment: Empirical evidence from Russia

Q4 Mathematics
H. Penikas
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引用次数: 0

Abstract

The Bank of Russia is one of the unique banking regulators in the world as it discloses granular reporting information per the existing credit institutions with the available historical track record. Same time the number of banks dramatically declined from above two and a half thousands in 1990s to one thousand in 2010 and to around 350 in 2021. Such information stimulates designing default probability (PD) models for the Russian banks. There is a separate stream of research that studies the amount of negative capital revealed when the Russian bank got its license withdrawn. However, the existing papers have several shortcomings. First, most of them do not account for the structural breaks in data. Second, there is no search for the best fitting model, just a model is offered and the coefficients of interest are interpreted. Third, the best model is poorly interpretable. Forth, the existing models make short-term forecasts. Fifth, there is no a LGD model for Russian banks, though the amount of negative capital upon license withdrawal was considered. Thus, our research objective is to study PD-LGD correlation (PLC) for the Russian banks. To do so, we improve the existing Russian banks PD model and create a respective novel LGD model. We use the homogenous dataset from 2016 to 2021. We find that PLC for Russian banks equals to +22%.
银行贷款部门的PD-LGD相关性:来自俄罗斯的经验证据
俄罗斯银行是世界上唯一的银行监管机构之一,因为它根据现有信贷机构的可用历史记录披露精细的报告信息。与此同时,银行数量急剧下降,从20世纪90年代的2.5万多家下降到2010年的1000家,2021年降至350家左右。这些信息刺激了俄罗斯银行违约概率模型的设计。另一项研究是研究这家俄罗斯银行被吊销执照时所揭示的负资本金额。然而,现有的论文有几个缺点。首先,它们中的大多数都没有考虑到数据中的结构性断裂。其次,没有搜索最佳拟合模型,只提供了一个模型并解释了感兴趣的系数。第三,最佳模型的可解释性较差。第四,现有模型进行短期预测。第五,俄罗斯银行没有LGD模型,尽管考虑了许可证撤销时的负资本金额。因此,我们的研究目标是研究俄罗斯银行的PD-LGD相关性。为此,我们对现有的俄罗斯银行PD模型进行了改进,并分别创建了一个新的LGD模型。我们使用2016年至2021年的同质数据集。我们发现,俄罗斯银行的PLC等于+22%。
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来源期刊
Model Assisted Statistics and Applications
Model Assisted Statistics and Applications Mathematics-Applied Mathematics
CiteScore
1.00
自引率
0.00%
发文量
26
期刊介绍: Model Assisted Statistics and Applications is a peer reviewed international journal. Model Assisted Statistics means an improvement of inference and analysis by use of correlated information, or an underlying theoretical or design model. This might be the design, adjustment, estimation, or analytical phase of statistical project. This information may be survey generated or coming from an independent source. Original papers in the field of sampling theory, econometrics, time-series, design of experiments, and multivariate analysis will be preferred. Papers of both applied and theoretical topics are acceptable.
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