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arXiv 2501.02002cs.LGecon.EMstat.ME

用于经济预测的 HMM-LSTM 融合模型

HMM-LSTM Fusion Model for Economic Forecasting

Guhan Sivakumar

AI总结:

本文提出融合 HMM 隐状态与均值特征的 LSTM 经济预测模型,用于 CPI 通胀率预测,并结合 Integrated Gradients 提升可解释性;实验表明该方法能更准确捕捉复杂时间模式并减弱经济波动影响。

摘要:

本文探讨了隐马尔可夫模型(HMM)和长短期记忆(LSTM)神经网络在经济预测中的应用,重点是预测 CPI 通胀率。该研究探索了一种新方法,将 HMM 得到的隐状态和均值作为 LSTM 建模的附加特征加以整合,旨在增强模型的可解释性和预测性能。研究首先进行数据收集与预处理,随后实施 HMM,以识别代表不同经济状况的隐状态。接着,使用原始数据集和增强数据集训练 LSTM 模型,从而进行比较分析与评估。结果表明,纳入 HMM 得到的数据提高了 LSTM 模型的预测准确性,尤其是在捕捉复杂时间模式和减轻波动经济状况影响方面。此外,本文讨论了 Integrated Gradients(积分梯度)在模型可解释性中的实施,并对预测结果所反映的经济动态提供了见解。

英文摘要:

This paper explores the application of Hidden Markov Models (HMM) and Long Short-Term Memory (LSTM) neural networks for economic forecasting, focusing on predicting CPI inflation rates. The study explores a new approach that integrates HMM-derived hidden states and means as additional features for LSTM modeling, aiming to enhance the interpretability and predictive performance of the models. The research begins with data collection and preprocessing, followed by the implementation of the HMM to identify hidden states representing distinct economic conditions. Subsequently, LSTM models are trained using the original and augmented data sets, allowing for comparative analysis and evaluation. The results demonstrate that incorporating HMM-derived data improves the predictive accuracy of LSTM models, particularly in capturing complex temporal patterns and mitigating the impact of volatile economic conditions. Additionally, the paper discusses the implementation of Integrated Gradients for model interpretability and provides insights into the economic dynamics reflected in the forecasting outcomes.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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