After conducting a full scan of S&P 500 stocks for pair trading opportunities, I identified NFLX and PLTR as a viable pair. The cointegration test was performed using a 126-trading-day rolling window, and the spread was defined as:
Spread = PLTR – A × NFLX + B
The chart shows a clear cointegration relationship between February and late July 2025.
Backtesting suggested that a Z-score entry range of [-1.5, 1] provided consistent performance. I executed several trades using this strategy, generating actual profits.
Most Recent Trade
- Entry Date: Around July 15, 2025, when Z-score ≈ 1
- Subsequent Events:
- On July 17, NFLX released its earnings. Since then, its stock has steadily declined with falling volume.
- At the same time, PLTR surged, rising from ~$130 to $150+, causing the spread and Z-score to rise sharply.
As of July 28, 2025 (U.S. Eastern Time)
- Z-score: 2.9
- Half-life: 12.34 trading days
- Cointegration (126-day window): Still valid
- Bayesian probability of mean reversion: Estimated at 70–80%
Key Question:
1. Should I now execute a simple stop-loss (e.g., exit at –X% loss)?
If not, what would be a more appropriate decision framework?
Broader Concern – Model Fragility
Single-pair trading is inherently unstable.
Yes, one could stop out when divergence persists and switch to another pair. But this approach naturally limits returns and may even incur a series of losses. In other words, this method is not self-sustaining over time.
Looking for Better Solutions
Are there stronger theoretical foundations to handle this issue?
In this case, a direction is needed instead of a solution with details.
I’m considering:
- PCA-based spread construction for more stable latent factor portfolios
- Multi-pair selection with scoring models (e.g., cointegration strength, half-life, Sharpe ratio)
- Or any robust statistical arbitrage frameworks that adapt to regime changes
If you there are relevant papers, books, or implementation ideas, I’d really appreciate your recommendations.
Thanks in advance!
Spread Visualization Chart