基于单指数模型的股票投资组合分析

Yasir Maulana
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引用次数: 2

摘要

为了评估最优投资组合,投资者或投资经理的一个重要步骤是投资组合分析。在股票组合分析中,可以使用的方法包括马科维茨方法和单指数模型。本研究旨在运用单指数模型寻找有效投资组合线的贝塔值,以便投资者确定形成最优投资组合所需的股票和资金比例。本研究使用的数据来源为:1)代表市场因素或市场数据的市场股价指数,2)代表无风险(rf)的SBI利率,以及3)PT Ace Hardware Indonesia Tbk、PT Indocement Tunggal Perkasa Tbk和PT Matahari Putra Prima Tbk的股价。在active Pf A 1.0000时,主动投资组合(Wi0)中每股的权重为ace为0.1729,INTP为0.0460,MPPA为0.7811。则ace主动组合的alpha为0.0051,INTP为0.0002,MPPA为0.0184。计算结果表明,主动ace投资组合的剩余方差为0.0041,INTP为0.0001,MPPA为0.0147。方差指数组合的最优风险组合与主动组合的残差方差为0.1054。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stock Investment Portfolio Analysis with Single Index Model
In order to evaluate an optimal portfolio, an important step that investors or investment managers is portfolio analysis. In stock portfolio analysis, methods that can be used include the Markowitz approach and the Single Index Model. This study aims to apply the Single Index Model in finding the beta value of an efficient portfolio line, so that investors can determine the stocks and the proportion of funds needed to form an optimal portfolio. In this study, the data sources used were 1) market share price index that represents market factor or market data, 2) SBI interest rates that represents risk free (rf) and 3) The share prices of PT Ace Hardware Indonesia Tbk, PT Indocement Tunggal Perkasa Tbk and PT Matahari Putra Prima Tbk. The weight of each share in the active portfolio (Wi0) at Active Pf A 1.0000 is ACES of 0.1729, INTP of 0.0460 and MPPA of 0.7811. Then the alpha of the ACES active portfolio is 0.0051, INTP is 0.0002 and the MPPA is 0.0184. Then the calculation results show the residual variance in the active ACES portfolio is 0.0041, INTP is 0.0001 and MPPA is 0.0147. The variance of the Optimal Risky Portfolio of the variance index portfolio and the residual variance of the active portfolio is 0.1054.
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