LSTM-ARIMA as a Hybrid Approach in Algorithmic Investment Strategies

Kamil Kashif, Robert Ślepaczuk
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Abstract

This study focuses on building an algorithmic investment strategy employing a hybrid approach that combines LSTM and ARIMA models referred to as LSTM-ARIMA. This unique algorithm uses LSTM to produce final predictions but boosts the results of this RNN by adding the residuals obtained from ARIMA predictions among other inputs. The algorithm is tested across three equity indices (S&P 500, FTSE 100, and CAC 40) using daily frequency data from January 2000 to August 2023. The testing architecture is based on the walk-forward procedure for the hyperparameter tunning phase that uses Random Search and backtesting the algorithms. The selection of the optimal model is determined based on adequately selected performance metrics focused on risk-adjusted return measures. We considered two strategies for each algorithm: Long-Only and Long-Short to present the situation of two various groups of investors with different investment policy restrictions. For each strategy and equity index, we compute the performance metrics and visualize the equity curve to identify the best strategy with the highest modified information ratio. The findings conclude that the LSTM-ARIMA algorithm outperforms all the other algorithms across all the equity indices which confirms the strong potential behind hybrid ML-TS (machine learning - time series) models in searching for the optimal algorithmic investment strategies.
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算法投资策略中的 LSTM-ARIMA 混合方法
这种独特的算法使用 LSTM 进行最终预测,但通过在其他输入中添加 ARIMA 预测得到的残差来提高 RNN 的结果。该算法使用 2000 年 1 月至 2023 年 8 月的日频数据,在三个股票指数(S&P500、FTSE 100 和 CAC 40)上进行了测试。测试架构基于超参数调整阶段的前行程序,该程序使用随机搜索和回溯测试算法。最优模型的选择是根据充分选择的性能指标确定的,这些指标侧重于风险调整后的回报率。我们为每种算法考虑了两种策略:我们为每种算法考虑了两种策略:只做多和只做空,以呈现两类不同投资政策限制的投资者的情况。对于每种策略和股票指数,我们都计算了性能指标,并将股票曲线可视化,以确定修正信息比最高的最佳策略。研究结果表明,LSTM-ARIMA 算法在所有股票指数上的表现都优于所有其他算法,这证实了混合ML-TS(机器学习-时间序列)模型在寻找最佳算法投资策略方面的强大潜力。
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