斯里兰卡股市波动分析:一种arma - arch方法

Samarawickrama I.D.W., Pallegedara A.
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引用次数: 0

摘要

除了它在资本产生中的作用,股票市场还被模仿为经济发展的一个方面。斯里兰卡证券市场,科伦坡证券交易所(CSE)是一个发展缓慢的市场,以不稳定和周期性波动而闻名,增加了投资者的波动风险。面向市场发展,吸引和留住长期投资者是当务之急。因此,本研究旨在通过对斯里兰卡股票市场在高波动时期的波动率估计来确定CSE的动态。此外,ARMA-GARCH模型的使用旨在促进ARMA-GARCH模型在斯里兰卡背景下适用性的本地实证研究。该研究使用了2018年1月至2022年12月全股价指数(ASPI)的每日收盘价作为对数回报波动率。由于数据本身具有非正态性和序列依赖性条件,本研究应用GARCH的对称模型、TGARCH模型和EGARCH、GJR-GARCH的不对称模型分别建立了ARMA(2,2)均值方程和独立的波动方程。研究结果表明,非对称GARCH模型在波动率估计和预测方面更为可靠。此外,ASPI表明了杠杆效应,其中负面信息导致特殊波动。关键词:ARMA-GARCH, GARCH,杠杆效应,股票市场,波动率
本文章由计算机程序翻译,如有差异,请以英文原文为准。
SRI LANKAN STOCK MARKET VOLATILITY ANALYSIS: AN ARMA- GARCH APPROACH
Beyond its role in capital generation, a stock market is emulated as a facet in economic development indication. Sri Lankan stock market, the Colombo Stock Exchange (CSE) is a languidly developing market known for instability and periodical fluctuations increasing the volatility risk for the investors. Toward market development, it is imperative in attracting and retaining long term investors. Thus, the study aimed to identify the dynamics of the CSE through volatility estimation of the Sri Lankan stock market during a high volatile period. Further, the use of ARMA-GARCH models aims to contribute to the local empirical studies on the applicability of ARMA-GARCH models in the Sri Lankan context. The study used the daily closing prices of the All-Share-Price Index (ASPI) from January 2018 to December 2022 in log return volatility. Owing to the non-normality and serial dependence conditions inherent in the data, the study developed an ARMA (2,2) mean equation and separate volatility equation applying symmetric models of GARCH, and TGARCH and asymmetric GARCH models of EGARCH, and GJR-GARCH. The study findings identified that asymmetric GARCH models are more reliable in volatility estimation and forecasting. Further, ASPI indicated a leverage effect where negative information caused idiosyncratic volatility. Keywords: ARMA-GARCH, GARCH, Leverage Effect, Stock Markets, Volatility  
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