效用函数、风险规避和目标收益在股票投资组合中形成有效前沿

Ahmad Farahani Darestani, Mohammadreza Miri Lavasani, H. Kordlouie, Ghodratallah Talebnia
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引用次数: 0

摘要

资产配置一直是个人和企业在竞争激烈的世界中生存的一个具有挑战性的问题。其中一个著名的行业,对全世界人们的生活产生了巨大的影响,就是养老金行业。养老基金——固定收益基金、固定缴款基金或其他基金——从出资人那里接受储备,并试图以某种方式投资,以跟上他们未来的义务,甚至支付更多。伊朗金融杂志,2022,Vol. 6, No. 2 (Farahani Darestani, a .)股票市场一直是一个很好的投资选择,因为养老基金试图达到一个特定的回报率,以最大化他们的财富,同时考虑不越过冒险的红线。本文将详细介绍用广义协下偏矩作为风险度量来寻找最优股票投资组合的新数学模型。另一方面,它引入了新的定制的预期效用作为在该模型中最大化的性能指标。该模型与以往研究的不同之处在于将风险规避和目标投资回报率作为投资者的两个重要特征。这是基于对东京证券交易所候选股票的价格回报模拟,同时在历史数据分析中使用精确的非参数概率密度函数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Forming Efficient Frontier in Stock Portfolios by Utility Function, Risk Aversion, and Target Return
Asset allocation has always been a challenging issue / for individuals and businesses to survive in our competitive world. One of the famous businesses, which has an enormous impact on people's lives worldwide, is the pension industry. Pension fundsas Defined Benefit, Defined Contribution, or othersaccept reserves from contributors and try to invest them in a way to keep up with their obligations in the future or even pay more than that. The equity 96 Iranian Journal of Finance, 2022, Vol. 6, No. 2 (Farahani Darestani,A.) market has been one of the good choices for investment as pension funds try to reach a particular rate of return to maximize their wealth while considering not crossing red lines in taking risks. This paper will detail the new mathematical model for finding optimal stock portfolios using Generalized Co-Lower Partial Moment as a risk measure to minimize portfolio optimization. On the other hand, it introduces new tailored Expected Utility as a performance metric to maximize in this model. The proposed model's issue against previous studies is considering risk aversion and target rate of investment return as two significant investor characteristics. This is based on price returns' simulation of candidate stocks in TSE while using accurate and nonparametric Probability Density Function in historical data analysis.
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