An Application of the Ornstein-Uhlenbeck Process to Pairs Trading

An Application of the Ornstein-Uhlenbeck Process to Pairs Trading

Jirat Suchato
Sean Wiryadi
Danran Chen
Ava Zhao
Michael Yue
Published on 12/17/2024
Equities
Stocks
Pairs trading
Backtesting
Risk management
Factor investing

This paper presents a preliminary analysis of a pairs trading strategy that utilizes the Ornstein-Uhlenbeck (OU) process to model the spread between stock prices. The research compares this sophisticated approach to a naive pairs trading strategy, which relies on a rolling window to compute mean and standard deviation parameters for generating trading signals. The study aims to evaluate the effectiveness of the OU process in capturing mean-reverting behavior and its practical implications for trading performance.

The findings indicate that while the OU model successfully identifies signals and trends in the spread dynamics, it underperforms the naive model when assessed on a risk-return basis. This underperformance is attributed to factors such as non-stationary pairs, which violate the OU process's assumptions, and challenges in parameter tuning that limit its real-world applicability. The paper contributes to quantitative finance by highlighting the trade-offs between complex statistical models and simpler alternatives in pairs trading, suggesting that further refinement or hybrid approaches may be necessary to leverage the OU process's strengths effectively.

Highlights

  • 1Application of the Ornstein-Uhlenbeck process to model stock price spreads in pairs trading
  • 2Comparison between OU-based strategy and a naive rolling-window approach
  • 3Identification of OU model's effectiveness in capturing signals and trends
  • 4Analysis of underperformance in risk-return metrics relative to naive model
  • 5Discussion of limitations due to non-stationary pairs and parameter tuning issues

Methods

  • M
    Ornstein-Uhlenbeck process modeling for spread dynamics
  • M
    Naive pairs trading strategy using rolling-window mean and standard deviation
  • M
    Comparative analysis of risk-return performance between strategies
  • M
    Parameter estimation and tuning for the OU process

Results

  • R
    OU model effectively captures trading signals and trends in stock price spreads
  • R
    OU-based strategy underperforms naive model on a risk-return basis
  • R
    Non-stationary pairs contribute to the OU model's limitations
  • R
    Parameter tuning challenges affect the OU model's practical performance
  • R
    Naive rolling-window approach shows superior risk-adjusted returns in this study
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