Research on Complexity Change of Stock Market Based on Approximate Entropy

Xuemei Yang, Yuting Zhou, Shiqi Liu, Junping Yin
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Abstract

Approximate entropy, a method of analyzing the complexity of time series. This study analyzes the time series data of Shanghai Composite Index, and researches the complexity changes of stock market. By simulating, we generate periodic sequence, chaotic sequence, white noise sequence and combinatorial sequence, calculate the approximate entropy of different typical sequences, and it is verified that the approximate entropy method can reflect the complexity of different sequences. By calculating the approximate entropy of Shanghai Composite Index, the results show that the complexity of stock market is generally between periodic system and chaotic superimposed periodic system. In addition, the complexity of the stock market can reflect the volatility of the stock to some extent. It is also found that the higher the approximate entropy, the stronger the complexity of the stock market, and the greater the volatility of the stock market.
基于近似熵的股票市场复杂性变化研究
近似熵,一种分析时间序列复杂性的方法。本文分析了上证综合指数的时间序列数据,研究了股票市场的复杂性变化。通过仿真,生成了周期序列、混沌序列、白噪声序列和组合序列,计算了不同典型序列的近似熵,验证了近似熵法能够反映不同序列的复杂度。通过计算上证综合指数的近似熵,结果表明,股票市场的复杂性一般介于周期系统和混沌叠加周期系统之间。此外,股票市场的复杂性可以在一定程度上反映股票的波动性。近似熵越高,股票市场的复杂性越强,股票市场的波动性越大。
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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