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Copula Models for Equity Portfolio Risk Estimation: A Case Study of Nairobi Securities Exchange

机译:股权投资组合风险估计的Copula模型 - 以内罗毕证券交易所为例

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Mitigation of risk in a security-trading environment is one of the strategies that every investor would want. Stock prices keep on changing from time to time and it is difficult for participants to predict share price direction. It is therefore appropriate for any trader to use the risk minimization strategies. One of the strategies is to estimate the amount of money a trader is willing to lose in a given period. This project uses the concept of copula to describe the dependency structure of portfolio returns selected from the Nairobi Securities Exchange. The Copula concept works towards modeling the dependency structure of high volatile data by separating the univariate distribution of their respective marginals. Dependencies in a volatile data enables one to assess the relationship that appears in the extreme values of historically sampled data. The study started with selecting an optimal portfolio from the Nairobi Securities Exchange using the Capital Asset and Pricing Model. The chosen optimal portfolio involved companies from different sectors, thus implying minimization of unsystematic risk. The next step involved estimating the systematic risk based on the historical data of the optimal portfolio selected. Different types of copula-based models were fitted then compared to each other to assess the dependencies measures, the goodness of fit of the model, and backtest of the Value-at-Risk. The main findings were that the Tawn type 1 copula was the best copula-based model for modeling the dependence structure of the portfolio returns. Additionally, the backtesting results also show that this model had the highest coverage of the exceedances.
机译:在安全交易环境中减轻风险是每个投资者想要的策略之一。股票价格不时不断变化,参与者难以预测股价方向。因此,任何交易者都适用于使用风险最小化策略。其中一个策略是估计交易者在特定时期内愿意失去的金额。该项目使用Copula的概念来描述从内罗毕证券交换中选择的投资组合返回的依赖性结构。 Copula概念通过分离其各自边缘的单变量分布来建立高挥发数据的依赖性结构。 volatile数据中的依赖关系使一个人能够评估历史上采样数据的极端值中出现的关系。该研究始于使用资本资产和定价模型从内罗毕证券交换中选择最佳产品组合。选择的最佳投资组合涉及来自不同部门的公司,从而最大限度地减少了不系统的风险。下一步涉及基于所选最佳产品组合的历史数据来估算系统风险。将不同类型的基于Copula的模型彼此相比,以评估依赖性措施,模型的拟合的良好,以及逆端的价值风险。主要发现是恐龙1型Copula是用于建模投资组合返回的依赖结构的最佳基于谱的模型。此外,回溯结果还表明,该模型的超标覆盖率最高。

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