Designs statistical arbitrage pairs with cointegration analysis, spread dynamics, and entry/exit signal calibration. Use when building pairs trades, analyzing cointegration, or designing mean-reversion strategies.
Scanned 9/12/2026
Install to Claude Code
npx -y skills add CaseMark/skills --skill structuring-pairs-trading-strategies --agent claude-codeInstalls into .claude/skills of the current project.
Are you the author of Structuring Pairs Trading Strategies?
Add the live security badge to your README — it updates automatically with every re-scan.
[](https://www.skillsdirectory.com/skills/casemark-structuring-pairs-trading-strategies)More formats (shields.io, HTML) on the badges page.
---
name: structuring-pairs-trading-strategies
language: en
description: Designs statistical arbitrage pairs with cointegration analysis, spread dynamics, and entry/exit signal calibration. Use when building pairs trades, analyzing cointegration, or designing mean-reversion strategies.
tags:
- public-markets-and-trading
metadata:
author: casemark
practice_areas:
- Trading
- Market Making
- Execution
document_types:
- Report
skill_modes:
- Analysis
---
# Structuring Pairs Trading Strategies
Designs statistical arbitrage pairs with cointegration analysis, spread dynamics, and entry/exit signal calibration.
## When To Use
- Building a new pairs trading strategy from candidate universe screening through live signal generation
- Evaluating whether two or more instruments exhibit a stable, tradeable cointegrating relationship
- Calibrating entry/exit thresholds and position sizing for an existing spread
- Diagnosing strategy decay — determining whether a pair's statistical relationship has broken down
- Comparing multiple candidate pairs to select the highest-conviction opportunities
## Inputs To Gather
- **Instrument universe**: Tickers, asset class (equities, ETFs, futures, FX), and exchange/venue
- **Historical price data**: Adjusted close prices; minimum 2–5 years daily or equivalent intraday bars; confirm corporate action adjustments for equities
- **Fundamental linkage rationale**: Sector/industry overlap, supply-chain relationship, macro factor exposure, or structural reason the pair should mean-revert
- **Trading constraints**: Account size, margin requirements, borrow availability/cost, maximum holding period, commission/slippage assumptions
- **Risk parameters**: Maximum drawdown tolerance, per-trade loss limit, gross/net exposure caps, correlation budget within broader portfolio
- **Regime context**: Current volatility regime (VIX level, realized vol percentile), recent structural breaks in the sector, pending catalysts (earnings, M&A, index rebalance) [VERIFY against live market data]
## Workflow
1. **Screen candidate pairs**
- Filter universe by sector, market cap, liquidity (minimum ADV), and borrow availability
- Compute rolling pairwise correlations (60d, 120d, 252d) and rank by stability
- Apply Engle-Granger or Johansen cointegration tests on log-price series; retain pairs with p-value < 0.05 across multiple lookback windows [VERIFY test assumptions: stationarity of residuals, no structural break in sample]
2. **Estimate spread dynamics**
- Fit the cointegrating regression: log(P_A) = β · log(P_B) + μ + ε; record hedge ratio β and intercept
- Test residual series for stationarity (ADF, KPSS); estimate half-life of mean reversion via Ornstein-Uhlenbeck calibration
- Compute rolling z-score of the spread; assess distribution properties (skew, kurtosis, fat tails)
- If half-life exceeds maximum holding period constraint, flag pair as unsuitable
3. **Calibrate entry/exit signals**
- Set entry thresholds: typically ±1.5–2.5σ from spread mean; optimize via walk-forward backtest, not in-sample curve-fitting
- Set exit thresholds: mean reversion target (0σ) and/or profit-take level; define stop-loss at ±3–4σ or dollar-based max loss
- Evaluate asymmetric entry (long-spread vs. short-spread) if spread distribution is skewed
- Determine position sizing: equal-dollar, beta-neutral, or volatility-weighted; compute notional per leg
4. **Backtest and stress-test**
- Run walk-forward backtest with realistic transaction costs (commissions, bid-ask spread, borrow cost, market impact)
- Report: Sharpe ratio, Sortino ratio, max drawdown, win rate, average holding period, profit factor
- Stress-test against regime changes: 2008 credit crisis, 2020 COVID dislocation, sector rotation events
- Test sensitivity to hedge ratio drift — re-estimate β on rolling windows and measure P&L degradation
- Confirm no survivorship bias or look-ahead bias in data
5. **Define execution and monitoring plan**
- Specify order types (limit vs. MOC), leg sequencing (simultaneous vs. legged), and execution venue preferences
- Set re-hedge frequency for β drift (e.g., weekly recalibration if β moves > 5%)
- Define kill criteria: pair is closed and removed if cointegration test fails on trailing 6-month window or if cumulative loss exceeds stop threshold
- Document escalation triggers for manual review (spread hitting 4σ+, sudden liquidity drop, corporate event on either leg)
## Output
Deliver a **Pairs Trade Strategy Report** containing:
- **Pair summary table**: Ticker pair, sector, hedge ratio (β), spread half-life, cointegration p-value, correlation
- **Spread chart**: Historical spread with z-score overlay, entry/exit bands, and marked trade signals
- **Signal parameters**: Entry z-score, exit z-score, stop-loss z-score, position sizing method, notional per leg
- **Backtest results**: Performance metrics table (Sharpe, Sortino, max DD, win rate, avg hold, profit factor), equity curve, drawdown chart
- **Risk summary**: Max concurrent exposure, worst-case scenario P&L, margin requirement estimate, borrow cost impact
- **Execution plan**: Order type, rebalancing schedule, kill criteria, monitoring dashboard requirements
- **Assumptions and limitations log**: All [VERIFY] items, data quality notes, model limitations
## Quality Checks
- Cointegration holds across at least two independent lookback windows (e.g., 2-year and 5-year)
- Hedge ratio is economically plausible (not extreme values suggesting spurious fit)
- Backtest Sharpe > 1.0 after realistic transaction costs; if below, flag as marginal
- No single trade accounts for >25% of total backtest P&L (guards against curve-fitting)
- Half-life is within feasible holding period (typically 5–60 trading days for daily strategies)
- Walk-forward out-of-sample results do not degrade >30% vs. in-sample
- All data is survivorship-bias-free and adjusted for splits, dividends, and delistings [VERIFY data vendor methodology]
- Borrow availability confirmed for short leg; cost incorporated into P&L estimates [VERIFY with prime broker or locate desk]
Is this your skill, or is something wrong with this listing? Request removal or report an issue. Author removals are honored within 72 hours.
No comments yet. Be the first to comment!