Pairs trading is a market-neutral strategy that leverages statistical relationships between two assets. The strategy aims to profit from temporary deviations in their historical relationship by simultaneously buying and selling the pair. Python, with its powerful libraries for data analysis and statistical modeling, is a natural fit for implementing this strategy.
In this extended article, we’ll dive deeper into the fundamental concepts of pairs trading, enrich the explanation of key statistical methods, and add enhancements to our strategy. By the end, you’ll have a comprehensive understanding of pairs trading and a robust Python implementation to test it.
What You’ll Learn
The Theory of Pairs Trading: Cointegration, correlation, and stationarity.
Python Implementation: How to filter, test, and backtest pairs.
Enhancements: Rolling hedge ratios, transaction costs, and risk management.
Let’s start by understanding the foundation of pairs trading.
The Theory Behind Pairs Trading
1. Correlation vs. Cointegration
Many traders confuse correlation with cointegration, but they serve different purposes:
Correlation measures the degree to which two variables move together. It ranges from -1 (perfect inverse correlation) to +1 (perfect correlation). A high correlation suggests similarity in movement but doesn’t guarantee a stable relationship.
Cointegration is a stronger concept. It indicates a long-term equilibrium relationship between two-time
series, even if they individually drift. Cointegrated pairs mean that their linear combination forms a stationary series (i.e., one with a constant mean and variance).
2. Stationarity
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