基于时空序列的卷积LSTM网络股票相关性预测

Jiaqi Sun, Yong Jiang, Jian Lin
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引用次数: 0

摘要

股票之间的相关性对于投资组合的定价和评估、风险管理以及制定交易和对冲策略都很重要。新冠肺炎疫情导致股票关联度普遍上升,全市场配置失去意义,对冲策略失败。对疫情影响下的存量相关性进行预测显得更为必要和迫切。然而,以往的研究大多集中在传统的金融模型上。存在假设和限制过多、估计参数的量纲灾难性、拟合非线性和尾部风险效果差等问题,无法提供可靠、准确的估计。本文将股票收益的协方差矩阵看作一个具有时间和空间特征的序列,将其转化为对时空序列预测的研究。我们创新地将端到端卷积LSTM (ConvLSTM)应用于股票相关性预测,并利用随机矩阵理论(RMT)提高均方误差(MSE)以消除噪声的影响。实验表明,ConvLSTM在这一问题上的表现优于传统的金融模型,特别是在采用随机矩阵理论(RMT)去噪之后。与全连接LSTM (FC-LSTM)相比,ConvLSTM获得了更好的样本外MSE和RMT_MSE,证明了该方法的有效性。最后,我们用其他股票数据集重复实验来验证模型的鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Convolutional LSTM Network for forecasting correlations between stocks based on spatiotemporal sequence
The correlation between stocks is important for investment portfolio pricing and evaluation, risk management, and formulating trading and hedging strategies. The COVID-19 has led to a general increase in the degree of correlation between stocks, the market-wide allocation has lost its meaning, and the hedging strategy has failed. It is more necessary and urgent to predict the correlation between stocks under the influence of the epidemic. However, previous studies mostly focused on traditional financial models. There are problems such as too many assumptions and restrictions, the dimensional disaster of the estimated parameters, and the poor effect of fitting nonlinearity and tail risk, which cannot provide reliable and accurate estimates. In this paper, the covariance matrix for stock return is considered as a sequence with both time and space characteristics, to transform the problem into the study of spatiotemporal sequence prediction. We Innovatively apply the end-to-end Convolutional LSTM (ConvLSTM) to the correlation prediction between stocks and use random matrix theory (RMT) to improve mean squared error (MSE) to eliminate the influence of noise. Experiments show that the performance of ConvLSTM on this problem is better than that of traditional financial model, especially after de-nosing by Random Matrix Theory (RMT). Compared with Fully Connected LSTM (FC-LSTM), ConvLSTM acquired a better out-of-sample MSE and RMT_MSE, which proves the effectiveness of the method. Finally, we repeat experiments with other stock dataset to verify the robustness of the model.
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