Application of Modern Portfolio Theory in Stock Market based on Empirical analysis

Jiaming Hu
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引用次数: 2

Abstract

With the rapid growth of the stock market, stocks have been viewed as one of the most popular investments. Investors then face a problem that is how to allocate resources among the variety of stocks with the aim to increase their wealth through investment activities. The paper aims to design an investment strategy for risk-averse investors. We study the modern portfolio theory and apply the mean-variance analysis to quantify expected portfolio returns and acceptable levels of portfolio risk. We would like to obtain an optimal portfolio and provide investors with investment strategies. We consider the daily adjusted closing stock prices between January 2010 and January 2021 of 5 companies: Facebook, Amazon, Apple, Netflix, and Google. Our results show that such mean-variance optimization is applicable. Furthermore, we can achieve a minimum variance portfolio with the lowest possible level of the risk of 23% (standard deviation), while the expected return is approximately 28%. Additionally, the best risk-adjusted portfolio can be achieved with a higher return of 33% at risk of 23%.
基于实证分析的现代投资组合理论在股票市场中的应用
随着股票市场的快速发展,股票已被视为最受欢迎的投资之一。投资者面临的问题是,如何在各种股票之间配置资源,以通过投资活动增加财富。本文旨在为规避风险的投资者设计一种投资策略。本文研究了现代投资组合理论,运用均值-方差分析方法量化了投资组合的预期收益和可接受的风险水平。我们希望得到一个最优的投资组合,为投资者提供投资策略。我们考虑了2010年1月至2021年1月间5家公司的每日调整后收盘价:Facebook、亚马逊、苹果、Netflix和谷歌。结果表明,这种均方差优化方法是可行的。此外,我们可以实现最低风险水平23%(标准差)的最小方差投资组合,而预期收益约为28%。此外,风险调整后的最佳投资组合可以在23%的风险下获得33%的更高回报。
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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