Fat Tails in Indian Debt Market : Implications for Risk Modelling

Sunando Roy
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Abstract

The paper examines the tail behaviour in financial returns in the Indian debt market.Focussing on the Government securitries Market in India, the study examines whether the behaviour of the tail in the distribution of financial returns exhibit departures from Guaussian assumptions , and if so, what are the implications for risk modeling that assume normal distribution and are widely used in the financial sector. Using three Government Securities Indices ( for residual maturities of 1-3 years, 3-8 years and above 8 years) derived from the NSE Zero coupon yield curve(ZCYC), the present study conducts an empirical exercise to examine the presnce of fat tails in Indian Government Securities Market. The paper conducts tests of normality to determine the existence of fat tails . It further compares the normal distribution based Variance Co-Variance Model of Value at Risk ( VaR) to determine market risk with a Garch model based on conditional volatility. Backtesting using Kupiek POF ( proportion of Failure) test was conducted to judge the model efficiency.The major observation of the paper include (1) the Indian debt market is characterized by presnce of fat tails in the distribution of daily returns; (2) in the presence of thick tails, the parametric VaR that relies on normal distribution produces erroneous assessment of risk; (3) GARCH models give superior market risk estimates in Indian debt market.
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印度债务市场的肥尾:对风险建模的启示
本文考察了印度债券市场金融回报的尾部行为。本研究以印度政府证券市场为重点,考察了金融回报分布中尾部的行为是否偏离高斯假设,如果偏离高斯假设,那么假设正态分布并在金融部门广泛使用的风险模型的含义是什么。本文利用NSE零息收益率曲线(ZCYC)衍生的三个政府证券指数(剩余期限为1-3年、3-8年和8年以上),对印度政府证券市场是否存在肥尾进行了实证研究。本文通过正态性检验来确定肥尾的存在。并将基于正态分布的风险值协方差模型(VaR)与基于条件波动率的Garch模型进行了比较。采用Kupiek POF(失效比例)检验进行回测,判断模型的有效性。本文的主要观察结果包括:(1)印度债券市场的日收益分布存在肥尾;(2)粗尾存在时,依赖于正态分布的参数VaR会产生错误的风险评估;(3) GARCH模型对印度债务市场的市场风险估计较好。
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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