慢动量与快速回归:使用深度学习和变化点检测的交易策略

Kieran Wood, Stephen J. Roberts, S. Zohren
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引用次数: 19

摘要

动量策略是另类投资的重要组成部分,也是大宗商品交易顾问工作的核心。然而,人们发现这些策略难以适应市场条件的快速变化,例如在2020年市场崩盘期间。特别是,在动量转折点之后,当趋势从上升趋势(下降趋势)逆转到下降趋势(上升趋势)时,时间序列动量策略容易做出错误的押注。为了提高对状态变化的响应能力,作者引入了一种新颖的方法,将在线变化点检测(CPD)模块插入深度动量网络管道,该管道使用长短期记忆深度学习架构同时学习趋势估计和头寸大小。此外,他们的模型能够优化平衡的方式:(1)利用持续趋势的慢动量策略,但不会对局部价格变动做出过度反应;(2)快速均值回归策略,通过快速翻转头寸,然后再次交换回原位,利用局部价格变动。CPD模块输出一个变化点位置和严重程度评分,允许模型以数据驱动的方式学习响应不同程度的不平衡,或更小、更局部的变化点。作者在1995年至2020年期间对他们的模型进行了回测,CPD模块的增加导致夏普比率提高了33%。该模块在显著非平稳性时期特别有用;特别是,在最近几年(2015-2020年)的测试中,性能提升了约66%。这一点特别有趣,因为传统的动量策略在这一时期表现不佳。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Slow Momentum with Fast Reversion: A Trading Strategy Using Deep Learning and Changepoint Detection
Momentum strategies are an important part of alternative investments and are at the heart of the work of commodity trading advisors. These strategies have, however, been found to have difficulties adjusting to rapid changes in market conditions, such as during the 2020 market crash. In particular, immediately after momentum turning points, when a trend reverses from an uptrend (downtrend) to a downtrend (uptrend), time-series momentum strategies are prone to making bad bets. To improve the responsiveness to regime change, the authors introduce a novel approach, in which they insert an online changepoint detection (CPD) module into a deep momentum network pipeline, which uses a long short-term memory deep-learning architecture to simultaneously learn both trend estimation and position sizing. Furthermore, their model is able to optimize the way in which it balances (1) a slow momentum strategy that exploits persisting trends but does not overreact to localized price moves and (2) a fast mean-reversion strategy regime by quickly flipping its position and then swapping back again to exploit localized price moves. The CPD module outputs a changepoint location and severity score, allowing the model to learn to respond to varying degrees of disequilibrium, or smaller and more localized changepoints, in a data-driven manner. The authors back test their model over the period 1995–2020, and the addition of the CPD module leads to a 33% improvement in the Sharpe ratio. The module is especially beneficial in periods of significant nonstationarity; in particular, over the most recent years tested (2015–2020), the performance boost is approximately 66%. This is especially interesting because traditional momentum strategies underperformed in this period.
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