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A portfolio optimization model based on information entropy and fuzzy time series

机译:基于信息熵和模糊时间序列的投资组合优化模型

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摘要

The traditional portfolio models assume securities' returns are normally distributed and the future distribution of returns is the same as the historical distribution. For the two stringent assumptions, this paper develops two entropy-based portfolio optimization models which are flexible and effective in measuring risk. The second motivation of this paper is to combine the fuzzy time series technique to portfolio optimization. In fact, forecasting securities' returns distribution is an important issue for portfolio. And among the many forecasting methods, the fuzzy time series technique is more suitable to deal with the fuzzy data in financial data. The empirical results on the historical data of the Stock Exchange in Chinese financial market show effectiveness of the proposed models. Both the entropy based models outperform the traditional ones and the fuzzy time series forecasting model also helps to further improve the actual performance.
机译:传统的投资组合模型假设证券的收益是正态分布的,未来收益的分布与历史分布相同。针对这两个严格的假设,本文开发了两个基于熵的投资组合优化模型,这些模型可以灵活,有效地测量风险。本文的第二个动机是将模糊时间序列技术与投资组合优化相结合。实际上,预测证券的收益分配是投资组合的重要问题。在许多预测方法中,模糊时间序列技术更适合处理金融数据中的模糊数据。对中国金融市场上联交所历史数据的实证结果表明了所提模型的有效性。基于熵的模型均优于传统模型,模糊时间序列预测模型也有助于进一步提高实际性能。

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