基准LGD贴现率

Harald Scheule, Stephan Jortzik
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引用次数: 1

摘要

本文提供了一个理论和实证分析的替代折现率概念计算lgd使用历史银行数据。它对重组恢复现金流的五个折现率概念进行了基准测试,以得出在经济稳健性和实证意义方面观察到的违约损失率(LGDs):合同发起率、贷款加权平均资本成本、股本回报率、违约债务的市场回报率和市场均衡回报。本文发展了LGD贴现率的指导原则,并认为加权平均资本成本(WACC)和市场均衡收益主导了流行的合约利率方法。对全球信贷数据(GCD)提供的数据进行的实证分析表明,无风险利率的下降部分被市场风险溢价的上升所抵消。常见的经验折现率介于无风险利率和净资产收益率之间。对于各种贴现率方法,经验lgd的变化是温和的。此外,开发了一种简单的分辨率偏差校正技术,增加了所有时期,特别是最近时期的观测LGDs。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Benchmarking LGD Discount Rates
This paper provides a theoretical and empirical analysis of alternative discount rate concepts for computing LGDs using historical bank workout data. It benchmarks five discount rate concepts for workout recovery cash flows to derive observed Loss rates Given Default (LGDs) in terms of economic robustness and empirical implications: contract rate at origination, loan weighted average cost of capital, return on equity, market return on defaulted debt, and market equilibrium return. The paper develops guiding principles for LGD discount rates and argues that the Weighted Average Cost of Capital (WACC) and market equilibrium return dominate the popular contract rate method. The empirical analysis of data provided by Global Credit Data (GCD) shows that declining risk-free rates are in part offset by increasing market risk premiums. Common empirical discount rates are between the risk-free rate and the return on equity. The variation of empirical LGDs is moderate for the various discount rate approaches. Furthermore, a simple correction technique for resolution bias is developed and increases observed LGDs for all periods, particularly recent periods.
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