深度序列建模:在资产定价中的发展与应用

Lingbo Cong, Ke Tang, Jingyuan Wang, Yang Zhang
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引用次数: 10

摘要

作者使用人工智能的一项重要技术:深度序列建模来预测资产回报和衡量风险溢价。由于资产回报通常表现出顺序依赖性,而传统的时间序列模型可能无法有效地捕捉到这一点,因此序列建模以其数据驱动的方法和优越的性能提供了一条有前途的路径。本文首先概述了深度序列模型的发展,介绍了它们在资产定价中的应用,并讨论了它们的优点和局限性。然后,他们利用美国股市的数据对这些方法进行比较分析。他们展示了序列建模如何通过结合复杂的历史路径依赖而使投资者受益,以及基于长短期记忆的模型往往具有最佳的样本外性能。主题:大数据/机器学习,安全分析和评估,性能测量。本文简要介绍了深度序列建模,重点介绍了其在计算机科学和人工智能领域的历史发展。它为旨在使用该工具补充传统时间序列和小组方法的社会科学家提供了参考资料。▪深度序列模型可以成功地用于资产定价,特别是在预测资产回报方面,这使得模型能够灵活地捕捉金融数据的高维、非线性、交互式、低信噪比和动态性。特别是,该模型检测路径依赖模式的能力使其具有通用性和有效性,潜在地优于现有模型。▪本文为预测收益和衡量风险溢价的任务提供了各种深度序列模型的赛马比较。在样本外预测R2方面,长短期记忆表现最佳,在排除小盘股的情况下,具有注意机制的长短期记忆表现最佳。
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Deep Sequence Modeling: Development and Applications in Asset Pricing
The authors predict asset returns and measure risk premiums using a prominent technique from artificial intelligence: deep sequence modeling. Because asset returns often exhibit sequential dependence that may not be effectively captured by conventional time-series models, sequence modeling offers a promising path with its data-driven approach and superior performance. In this article, the authors first overview the development of deep sequence models, introduce their applications in asset pricing, and discuss their advantages and limitations. They then perform a comparative analysis of these methods using data on US equities. They demonstrate how sequence modeling benefits investors in general through incorporating complex historical path dependence and that long short-term memory–based models tend to have the best out-of-sample performance. TOPICS: Big data/machine learning, security analysis and valuation, performance measurement Key Findings ▪ This article provides a concise synopsis of deep sequence modeling with an emphasis on its historical development in the field of computer science and artificial intelligence. It serves as a reference source for social scientists who aim to use the tool to supplement conventional time-series and panel methods. ▪ Deep sequence models can be adapted successfully for asset pricing, especially in predicting asset returns, which allow the model to be flexible to capture the high-dimensionality, nonlinear, interactive, low signal-to-noise, and dynamic nature of financial data. In particular, the model’s ability to detect path-dependence patterns makes it versatile and effective, potentially outperforming existing models. ▪ This article provides a horse-race comparison of various deep sequence models for the tasks of forecasting returns and measuring risk premiums. Long short-term memory has the best performance in terms of out-of-sample predictive R2, and long short-term memory with an attention mechanism has the best portfolio performance when excluding microcap stocks.
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