与度量学习的协整辨识

Zeyu Xia, Changle Lin
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引用次数: 0

摘要

协整是时间序列分析的一个重要课题,特别是在金融货币对交易和套期保值领域。协整是两个(或多个)时间序列的线性组合是平稳的一种结构。识别协整的传统方法是使用OLS估计器,首先进行回归,然后对残差进行单位根检验。但这种方法容易导致结果模糊和不稳定。因此,我们开发了基于自动计算公因子的降维模型,并采用Metric Learning方法,寻找一种能够快速降维并检验股票对协整关系的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cointegration identification with metric learning
Cointegration is an important topic for time series analysis, especially in finance pair trading and hedging area. Cointegration is a kind of structure in which a linear combination of two (or more) time series is stationary. Traditional way to identify cointegration is to use the OLS estimator, firstly run a regression and secondly run a unit root test on residuals. But such method is easy to lead to ambiguous and unstable result. Therefore, we developed a dimensionality reduction model based on automatically calculated common factors and adopted the Metric Learning method to find a method that can quickly reduce the dimensionality and test the cointegration relationship of stock pairs.
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