Estimating the volatility of stock price index for Indian market using GARCH model

R. Maheshwari, V. Kapoor
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引用次数: 1

Abstract

Abstract The proposed work studies the volatility pattern of NSE (National Stock exchange) stock market at its opening price for a period of ten years (2008-2017). In financial market, the most widely used measure is volatility, which shows the dispersion of stock market returns over a period. In general, the volatility measure the risk associated with the stock market; if the volatility is high, the risk is higher and vice versa. This can help an investor to differentiate between low risk and high risk stock indexes and to invest sensibly. In this paper we build a model for getting the volatility of stock market return based in NSE ten years value. We have calculated daily, monthly and yearly volatility and concluded that Year wise has the highest risk associated. Then we build the GARCH model to predict the volatility based on the historic value of NSE data. In this way in the proposed work, we have devised a way to predict the volatility of NSE using GARCH model.
用GARCH模型估计印度股市股价指数的波动率
摘要本文研究了NSE (National Stock exchange,国家证券交易所)股票市场在2008-2017年间的开盘价波动模式。在金融市场中,最广泛使用的指标是波动率,它显示了股票市场在一段时间内收益的分散性。一般来说,波动性衡量的是与股票市场相关的风险;如果波动性高,风险就高,反之亦然。这可以帮助投资者区分低风险和高风险的股票指数,并明智地投资。本文建立了一个基于NSE十年期价值的股票市场收益波动率计算模型。我们计算了每日,每月和每年的波动率,并得出结论,每年的风险最高。然后根据NSE数据的历史值,建立GARCH模型来预测波动率。在本文中,我们设计了一种利用GARCH模型预测NSE波动率的方法。
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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