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"source": [
"# Panel Features: Pairwise and Cross-Sectional Transforms\n",
"\n",
"**Docker image**: `ml4t`\n",
"\n",
"This notebook demonstrates panel-level temporal features: pairwise\n",
"relationships (cointegration, Kalman hedge ratios, O-U half-life) and\n",
"cross-sectional transforms (ranking, relative features, universe\n",
"aggregation).\n",
"\n",
"Panel features matter because temporal features computed in isolation\n",
"(volatility, momentum, regime probabilities) gain signal when placed\n",
"in cross-sectional context — a 25% conditional volatility means\n",
"different things for a utility stock and a biotech.\n",
"\n",
"**Learning Objectives**:\n",
"- Rank temporal features cross-sectionally for relative positioning\n",
"- Compute relative temporal features (vs. sector, vs. market)\n",
"- Test for cointegration using Engle-Granger and Johansen methods\n",
"- Estimate dynamic hedge ratios with Kalman filter\n",
"- Compute Ornstein-Uhlenbeck half-life for mean-reversion speed\n",
"\n",
"**Book Reference**: Chapter 9, Section 9.6 (Cross-Sectional and Panel Features)\n",
"\n",
"**Prerequisites**: `04_kalman_filter` for Kalman filter mechanics,\n",
"`11_hmm_regimes` for regime features used in universe aggregation."
]
},
{
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".venv/lib/python3.14/site-packages/filterpy/common/helpers.py:367: SyntaxWarning: \"\\S\" is an invalid escape sequence. Such sequences will not work in the future. Did you mean \"\\\\S\"? A raw string is also an option.\n",
" P = \\Sum {A[i] B[i].T} for i in 0..N\n",
".venv/lib/python3.14/site-packages/ml4t/engineer/features/ml/__init__.py:9: UserWarning: Feature 'cyclical_encode': lookback=0 but has period/window parameter. Consider using lookback='period' or specifying the actual lookback.\n",
" from ml4t.engineer.features.ml.cyclical_encode import * # noqa: F403\n"
]
}
],
"source": [
"\"\"\"Panel Features — pairwise and cross-sectional transforms for multi-asset temporal features.\"\"\"\n",
"\n",
"import warnings\n",
"\n",
"warnings.filterwarnings(\"ignore\", category=FutureWarning)\n",
"\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"import polars as pl\n",
"\n",
"# Kalman filter for dynamic hedge ratio\n",
"from filterpy.kalman import KalmanFilter\n",
"from IPython.display import display\n",
"from ml4t.engineer.features.cross_asset import (\n",
" beta_to_market,\n",
" co_integration_score,\n",
" correlation_regime_indicator,\n",
" rolling_correlation,\n",
")\n",
"from sklearn.linear_model import LinearRegression\n",
"\n",
"# Cointegration tests\n",
"from statsmodels.tsa.stattools import adfuller, coint\n",
"from statsmodels.tsa.vector_ar.vecm import coint_johansen\n",
"\n",
"from data import load_etfs\n",
"from utils.paths import get_case_study_dir"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "d438804a",
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"execution": {
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"tags": [
"parameters"
]
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"source": [
"# Production defaults — Papermill injects overrides for CI\n",
"MAX_SYMBOLS = 0 # 0 = all symbols\n",
"START_DATE = \"2015-01-01\"\n",
"END_DATE = \"2024-12-31\""
]
},
{
"cell_type": "markdown",
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"source": [
"## Load Data\n",
"\n",
"We use ETF pairs from the ETF Universe dataset to demonstrate pairs trading.\n",
"Classic cointegrated pairs include:\n",
"- **GLD/SLV** - Gold vs Silver (precious metals)\n",
"- **XLE/USO** - Energy sector vs Crude Oil\n",
"- **QQQ/SMH** - Nasdaq 100 vs Semiconductors (tech exposure)"
]
},
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"source": [
"# Load ETF universe data\n",
"etf_data = load_etfs()\n",
"if MAX_SYMBOLS > 0:\n",
" symbols = etf_data[\"symbol\"].unique().sort().to_list()[:MAX_SYMBOLS]\n",
" etf_data = etf_data.filter(pl.col(\"symbol\").is_in(symbols))\n",
"\n",
"# Filter date range\n",
"etf_data = etf_data.filter(\n",
" pl.col(\"timestamp\").is_between(pl.lit(START_DATE).str.to_date(), pl.lit(END_DATE).str.to_date())\n",
")\n",
"\n",
"# Define pairs to test for cointegration\n",
"# Primary pair: XLE/USO (energy sector vs crude oil) with structural relationship\n",
"# Fallback pair: SPY/QQQ (available in all datasets for testing)\n",
"available_symbols = etf_data[\"symbol\"].unique().to_list()\n",
"if \"XLE\" in available_symbols and \"USO\" in available_symbols:\n",
" PAIR_Y = \"XLE\" # Energy Sector ETF\n",
" PAIR_X = \"USO\" # Crude Oil ETF\n",
"else:\n",
" # Fallback to symbols available in test fixtures\n",
" print(\"Using fallback pair SPY/QQQ (XLE/USO not available)\")\n",
" PAIR_Y = \"SPY\"\n",
" PAIR_X = \"QQQ\"\n",
"\n",
"# Extract prices for the pair"
]
},
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"name": "stdout",
"output_type": "stream",
"text": [
"Pair: XLE/USO\n",
"Data: 2516 observations from 2015-01-02 00:00:00 to 2024-12-31 00:00:00\n",
"XLE range: $9.25 - $46.37\n",
"USO range: $17.04 - $166.56\n"
]
}
],
"source": [
"pair_y = (\n",
" etf_data.filter(pl.col(\"symbol\") == PAIR_Y)\n",
" .select([\"timestamp\", \"close\"])\n",
" .rename({\"close\": \"Y\"})\n",
" .sort(\"timestamp\")\n",
")\n",
"\n",
"pair_x = (\n",
" etf_data.filter(pl.col(\"symbol\") == PAIR_X)\n",
" .select([\"timestamp\", \"close\"])\n",
" .rename({\"close\": \"X\"})\n",
" .sort(\"timestamp\")\n",
")\n",
"\n",
"# Join on date (inner join to align dates)\n",
"df_pl = pair_y.join(pair_x, on=\"timestamp\", how=\"inner\")\n",
"\n",
"# Convert to pandas for statsmodels/sklearn\n",
"df = df_pl.to_pandas().set_index(\"timestamp\")\n",
"df.index = pd.DatetimeIndex(df.index)\n",
"\n",
"print(f\"Pair: {PAIR_Y}/{PAIR_X}\")\n",
"print(f\"Data: {len(df)} observations from {df.index.min()} to {df.index.max()}\")\n",
"print(f\"{PAIR_Y} range: ${df['Y'].min():.2f} - ${df['Y'].max():.2f}\")\n",
"print(f\"{PAIR_X} range: ${df['X'].min():.2f} - ${df['X'].max():.2f}\")"
]
},
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"cell_type": "markdown",
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"source": [
"## Cointegration Testing\n",
"\n",
"Two standard approaches:\n",
"- **Engle-Granger**: Two-step test - regress Y on X, then test residuals for stationarity\n",
"- **Johansen**: System-based test for multiple cointegrating relationships\n",
"\n",
"We apply both tests - if they agree, we have stronger evidence of cointegration."
]
},
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"name": "stdout",
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"text": [
"=== Engle-Granger Cointegration Test ===\n",
"Test statistic: -0.6880\n",
"P-value: 0.9479\n",
"Conclusion: Not cointegrated at 5% level\n"
]
}
],
"source": [
"# Engle-Granger cointegration test\n",
"eg_stat, eg_pval, _ = coint(df[\"Y\"], df[\"X\"], trend=\"c\")[:3]\n",
"\n",
"print(\"=== Engle-Granger Cointegration Test ===\")\n",
"print(f\"Test statistic: {eg_stat:.4f}\")\n",
"print(f\"P-value: {eg_pval:.4f}\")\n",
"print(f\"Conclusion: {'Cointegrated' if eg_pval < 0.05 else 'Not cointegrated'} at 5% level\")"
]
},
{
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"execution_count": 6,
"id": "7b3316df",
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"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"=== Johansen Cointegration Test ===\n",
"Trace statistic (r=0): 10.0466 (critical: 15.4943)\n",
"Trace statistic (r≤1): 2.0736 (critical: 3.8415)\n",
"Conclusion: Not cointegrated at 5% level\n",
"\n",
"Implied hedge ratio from Johansen: 4.8887\n"
]
}
],
"source": [
"# Johansen cointegration test\n",
"joh_result = coint_johansen(df[[\"Y\", \"X\"]], det_order=0, k_ar_diff=1)\n",
"trace_stats = joh_result.lr1\n",
"crit_values = joh_result.cvt[:, 1] # 95% critical values\n",
"\n",
"print(\"\\n=== Johansen Cointegration Test ===\")\n",
"print(f\"Trace statistic (r=0): {trace_stats[0]:.4f} (critical: {crit_values[0]:.4f})\")\n",
"print(f\"Trace statistic (r≤1): {trace_stats[1]:.4f} (critical: {crit_values[1]:.4f})\")\n",
"\n",
"# Reject if trace stat > critical value\n",
"johansen_sig = trace_stats[0] > crit_values[0]\n",
"print(f\"Conclusion: {'Cointegrated' if johansen_sig else 'Not cointegrated'} at 5% level\")\n",
"\n",
"# Cointegrating vector (normalized)\n",
"coint_vector = joh_result.evec[:, 0]\n",
"hedge_ratio_joh = -coint_vector[1] / coint_vector[0]\n",
"print(f\"\\nImplied hedge ratio from Johansen: {hedge_ratio_joh:.4f}\")"
]
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"source": [
"When both tests agree on cointegration, we have stronger evidence of a\n",
"long-run equilibrium relationship. When they disagree, treat the pair\n",
"with caution — the relationship may be fragile or sensitive to the\n",
"sample period. The Johansen-implied hedge ratio often differs from OLS\n",
"because the two methods weight observations differently."
]
},
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"source": [
"## Spread Construction\n",
"\n",
"### Static Hedge Ratio (OLS)\n",
"\n",
"The simplest approach: regress Y on X to find the hedge ratio $\\beta$.\n",
"Spread $= Y - \\beta X$"
]
},
{
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"text": [
"OLS Hedge Ratio: 0.0302\n",
"OLS Intercept: 24.4849\n",
"\n",
"Spread ADF test: stat=-0.6873, p-value=0.8500\n",
"Spread is non-stationary\n"
]
}
],
"source": [
"# OLS hedge ratio\n",
"ols = LinearRegression()\n",
"ols.fit(df[[\"X\"]], df[\"Y\"])\n",
"hedge_ratio_ols = ols.coef_[0]\n",
"intercept_ols = ols.intercept_\n",
"\n",
"print(f\"OLS Hedge Ratio: {hedge_ratio_ols:.4f}\")\n",
"print(f\"OLS Intercept: {intercept_ols:.4f}\")\n",
"\n",
"# Compute spread\n",
"df[\"spread_ols\"] = df[\"Y\"] - hedge_ratio_ols * df[\"X\"]\n",
"\n",
"# Test spread stationarity\n",
"adf_stat, adf_pval, _, _, _, _ = adfuller(df[\"spread_ols\"], autolag=\"AIC\")\n",
"print(f\"\\nSpread ADF test: stat={adf_stat:.4f}, p-value={adf_pval:.4f}\")\n",
"print(f\"Spread is {'stationary' if adf_pval < 0.05 else 'non-stationary'}\")"
]
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"source": [
"### Dynamic Hedge Ratio (Kalman Filter)\n",
"\n",
"The hedge ratio may change over time. A Kalman filter provides:\n",
"- Adaptive estimation as new data arrives\n",
"- Smooth transitions in the hedge ratio\n",
"- Natural handling of non-stationarity in the relationship"
]
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{
"name": "stdout",
"output_type": "stream",
"text": [
"Kalman hedge ratio range: [0.0555, 0.4961]\n",
"Final hedge ratio: 0.4049\n"
]
}
],
"source": [
"def kalman_hedge_ratio(y: np.ndarray, x: np.ndarray) -> tuple:\n",
" \"\"\"\n",
" Estimate time-varying hedge ratio using Kalman filter.\n",
"\n",
" Returns:\n",
" hedge_ratios: Array of time-varying hedge ratios\n",
" intercepts: Array of time-varying intercepts\n",
" \"\"\"\n",
" n = len(y)\n",
"\n",
" # State: [intercept, hedge_ratio]\n",
" kf = KalmanFilter(dim_x=2, dim_z=1)\n",
"\n",
" # Transition matrix (random walk for states)\n",
" kf.F = np.eye(2)\n",
"\n",
" # Measurement function: y_t = [1, x_t] @ [alpha, beta]\n",
" # We'll update H at each step\n",
"\n",
" # Initial state\n",
" kf.x = np.array([[0.0], [1.0]]) # Start with hedge ratio = 1\n",
"\n",
" # Covariance matrices\n",
" kf.P = np.eye(2) * 1.0 # Initial state covariance\n",
" kf.R = np.array([[1e-3]]) # Measurement noise (small)\n",
" kf.Q = np.eye(2) * 1e-5 # Process noise (slow-changing states)\n",
"\n",
" hedge_ratios = np.zeros(n)\n",
" intercepts = np.zeros(n)\n",
"\n",
" for t in range(n):\n",
" # Update measurement matrix for current x value\n",
" kf.H = np.array([[1.0, x[t]]])\n",
"\n",
" # Predict\n",
" kf.predict()\n",
"\n",
" # Update with measurement y_t\n",
" kf.update(np.array([[y[t]]]))\n",
"\n",
" # Store estimates\n",
" intercepts[t] = kf.x[0, 0]\n",
" hedge_ratios[t] = kf.x[1, 0]\n",
"\n",
" return hedge_ratios, intercepts\n",
"\n",
"\n",
"# Apply Kalman filter\n",
"hedge_ratios_kf, intercepts_kf = kalman_hedge_ratio(df[\"Y\"].values, df[\"X\"].values)\n",
"\n",
"df[\"hedge_ratio_kf\"] = hedge_ratios_kf\n",
"df[\"spread_kf\"] = df[\"Y\"] - df[\"hedge_ratio_kf\"] * df[\"X\"]\n",
"\n",
"print(f\"Kalman hedge ratio range: [{hedge_ratios_kf.min():.4f}, {hedge_ratios_kf.max():.4f}]\")\n",
"print(f\"Final hedge ratio: {hedge_ratios_kf[-1]:.4f}\")"
]
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"source": [
"## Mean-Reversion Half-Life\n",
"\n",
"The half-life measures how quickly the spread reverts to its mean.\n",
"Estimated from an AR(1) model: spread_t = α + ρ * spread_{t-1} + ε\n",
"Half-life = -ln(2) / ln(ρ)"
]
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"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Half-life (OLS spread): 1022.0 days\n",
"Half-life (Kalman spread): 114.8 days\n"
]
}
],
"source": [
"def estimate_half_life(spread: pd.Series) -> float:\n",
" \"\"\"Estimate mean-reversion half-life from spread series.\"\"\"\n",
" spread = spread.dropna()\n",
" spread_lag = spread.shift(1).dropna()\n",
" spread_diff = spread.diff().dropna()\n",
"\n",
" # Align indices\n",
" spread_lag = spread_lag.iloc[:-1] if len(spread_lag) > len(spread_diff) else spread_lag\n",
"\n",
" # Regress spread_diff on spread_lag\n",
" X = spread_lag.values.reshape(-1, 1)\n",
" y = spread_diff.values[: len(X)]\n",
"\n",
" reg = LinearRegression()\n",
" reg.fit(X, y)\n",
" phi = reg.coef_[0]\n",
"\n",
" # Half-life = -ln(2) / ln(1 + phi)\n",
" # For small phi: half-life ≈ -ln(2) / phi\n",
" if phi >= 0:\n",
" return np.inf # No mean reversion\n",
" half_life = -np.log(2) / phi\n",
" return max(1, half_life)\n",
"\n",
"\n",
"half_life_ols = estimate_half_life(df[\"spread_ols\"])\n",
"half_life_kf = estimate_half_life(df[\"spread_kf\"])\n",
"\n",
"print(f\"Half-life (OLS spread): {half_life_ols:.1f} days\")\n",
"print(f\"Half-life (Kalman spread): {half_life_kf:.1f} days\")"
]
},
{
"cell_type": "markdown",
"id": "3181206a",
"metadata": {
"papermill": {
"duration": 0.002017,
"end_time": "2026-06-13T03:40:08.102572+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.100555+00:00",
"status": "completed"
}
},
"source": [
"The half-life estimate uses full-sample OLS on the spread — in a\n",
"walk-forward context, only past data should be used. The Kalman spread\n",
"typically yields shorter half-lives because the adaptive hedge ratio\n",
"removes low-frequency drift from the spread, leaving a faster-reverting residual."
]
},
{
"cell_type": "markdown",
"id": "276ce04b",
"metadata": {
"papermill": {
"duration": 0.001988,
"end_time": "2026-06-13T03:40:08.106563+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.104575+00:00",
"status": "completed"
}
},
"source": [
"## Trading Signals: Z-Score and Bollinger Bands\n",
"\n",
"Entry/exit rules based on spread deviation from mean:\n",
"- **Long spread** (buy Y, sell X): Z-score < -2 (spread too low)\n",
"- **Short spread** (sell Y, buy X): Z-score > +2 (spread too high)\n",
"- **Exit**: Z-score crosses zero (mean reversion complete)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "37dfca5d",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:08.111247Z",
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},
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"end_time": "2026-06-13T03:40:08.114938+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.108558+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Lookback window: 229 days (2x half-life)\n"
]
}
],
"source": [
"# Z-score and Bollinger bands from Kalman spread\n",
"spread = df[\"spread_kf\"]\n",
"\n",
"lookback = max(int(2 * half_life_kf), 20) # At least 20 days\n",
"rolling_mean = spread.rolling(window=lookback).mean()\n",
"rolling_std = spread.rolling(window=lookback).std()\n",
"\n",
"df[\"z_score\"] = (spread - rolling_mean) / rolling_std\n",
"df[\"spread_mean\"] = rolling_mean\n",
"df[\"upper_band\"] = rolling_mean + 2 * rolling_std\n",
"df[\"lower_band\"] = rolling_mean - 2 * rolling_std\n",
"\n",
"print(f\"Lookback window: {lookback} days (2x half-life)\")"
]
},
{
"cell_type": "markdown",
"id": "46083467",
"metadata": {
"papermill": {
"duration": 0.002003,
"end_time": "2026-06-13T03:40:08.119069+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.117066+00:00",
"status": "completed"
}
},
"source": [
"The z-score normalizes the spread by its rolling mean and standard\n",
"deviation — it is the natural signal for mean-reverting spreads because\n",
"cointegration implies the spread is stationary around a fixed level.\n",
"Entry at $\\pm 2\\sigma$ captures significant deviations while filtering noise."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "37ab6268",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:08.123721Z",
"iopub.status.busy": "2026-06-13T03:40:08.123642Z",
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},
"papermill": {
"duration": 0.007156,
"end_time": "2026-06-13T03:40:08.128243+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.121087+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Number of trades: 365\n",
"Days in position: 1132\n"
]
}
],
"source": [
"# Trading signals: enter at ±2σ, exit at mean crossing\n",
"df[\"signal\"] = 0\n",
"df.loc[df[\"z_score\"] < -2, \"signal\"] = 1 # Long spread\n",
"df.loc[df[\"z_score\"] > 2, \"signal\"] = -1 # Short spread\n",
"\n",
"# Position tracking (hold until mean reversion)\n",
"signals = df[\"signal\"].values\n",
"z_scores = df[\"z_score\"].values\n",
"positions = [0] * len(df)\n",
"in_trade = 0\n",
"\n",
"for i in range(1, len(df)):\n",
" if signals[i] != 0:\n",
" in_trade = signals[i]\n",
" elif in_trade != 0:\n",
" if (in_trade > 0 and z_scores[i] > 0) or (in_trade < 0 and z_scores[i] < 0):\n",
" in_trade = 0\n",
" positions[i] = in_trade\n",
"\n",
"df[\"position\"] = positions\n",
"\n",
"print(f\"Number of trades: {(df['signal'] != 0).sum()}\")\n",
"print(f\"Days in position: {(df['position'] != 0).sum()}\")"
]
},
{
"cell_type": "markdown",
"id": "a979fdd5",
"metadata": {
"papermill": {
"duration": 0.00198,
"end_time": "2026-06-13T03:40:08.132246+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.130266+00:00",
"status": "completed"
}
},
"source": [
"## Visualize Trading System"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "5bbf1f81",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:08.136844Z",
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},
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"end_time": "2026-06-13T03:40:08.479325+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:08.134253+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_1852198/1140469434.py:41: UserWarning: The figure layout has changed to tight\n",
" plt.tight_layout()\n"
]
},
{
"data": {
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"text/plain": [
"<Figure size 1400x1400 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, axes = plt.subplots(4, 1, figsize=(14, 14), sharex=True)\n",
"\n",
"# Price series\n",
"ax = axes[0]\n",
"ax.plot(df.index, df[\"Y\"], label=PAIR_Y, linewidth=0.8)\n",
"ax.plot(df.index, df[\"X\"], label=PAIR_X, linewidth=0.8)\n",
"ax.set_ylabel(\"Price ($)\")\n",
"ax.set_title(f\"{PAIR_Y}/{PAIR_X} Price Series\")\n",
"ax.legend()\n",
"\n",
"# Hedge ratio evolution\n",
"ax = axes[1]\n",
"ax.axhline(hedge_ratio_ols, color=\"#d62728\", linestyle=\"--\", label=f\"OLS: {hedge_ratio_ols:.3f}\")\n",
"ax.plot(df.index, df[\"hedge_ratio_kf\"], label=\"Kalman\", linewidth=0.8)\n",
"ax.set_ylabel(\"Hedge Ratio\")\n",
"ax.set_title(\"Dynamic vs Static Hedge Ratio\")\n",
"ax.legend()\n",
"\n",
"# Spread with Bollinger bands\n",
"ax = axes[2]\n",
"ax.plot(df.index, df[\"spread_kf\"], label=\"Spread\", linewidth=0.8)\n",
"ax.plot(df.index, df[\"spread_mean\"], color=\"#d62728\", linestyle=\"--\", linewidth=0.8, label=\"Mean\")\n",
"ax.fill_between(\n",
" df.index, df[\"lower_band\"], df[\"upper_band\"], alpha=0.2, color=\"gray\", label=\"±2σ bands\"\n",
")\n",
"ax.set_ylabel(\"Spread\")\n",
"ax.set_title(\"Spread with Bollinger Bands\")\n",
"ax.legend()\n",
"\n",
"# Z-score with entry/exit zones\n",
"ax = axes[3]\n",
"ax.plot(df.index, df[\"z_score\"], linewidth=0.8)\n",
"ax.axhline(2, color=\"#d62728\", linestyle=\"--\", alpha=0.5, label=\"Short entry\")\n",
"ax.axhline(-2, color=\"#1f77b4\", linestyle=\"--\", alpha=0.5, label=\"Long entry\")\n",
"ax.axhline(0, color=\"black\", linestyle=\"-\", alpha=0.3)\n",
"ax.fill_between(df.index, -0.5, 0.5, alpha=0.1, color=\"gray\", label=\"Exit zone\")\n",
"ax.set_ylabel(\"Z-Score\")\n",
"ax.set_title(\"Z-Score with Entry/Exit Thresholds\")\n",
"ax.legend()\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "6453852b",
"metadata": {
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},
"source": [
"## Illustrative Backtest\n",
"\n",
"A compact backtest demonstrates how cointegration features translate into\n",
"tradable signals. This ignores transaction costs and slippage — see\n",
"Chapters 1819 for proper strategy evaluation with realistic cost models."
]
},
{
"cell_type": "code",
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"id": "374c20c9",
"metadata": {
"execution": {
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"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Total Return</th>\n",
" <th>Ann. Return</th>\n",
" <th>Ann. Vol</th>\n",
" <th>Sharpe</th>\n",
" <th>Max DD</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>111.8%</td>\n",
" <td>7.8%</td>\n",
" <td>23.3%</td>\n",
" <td>0.34</td>\n",
" <td>-41.9%</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Total Return Ann. Return Ann. Vol Sharpe Max DD\n",
"0 111.8% 7.8% 23.3% 0.34 -41.9%"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Spread returns (long Y, short X when position = 1)\n",
"df[\"ret_y\"] = df[\"Y\"].pct_change()\n",
"df[\"ret_x\"] = df[\"X\"].pct_change()\n",
"df[\"spread_ret\"] = df[\"position\"].shift(1) * (df[\"ret_y\"] - df[\"ret_x\"])\n",
"df[\"spread_ret\"] = df[\"spread_ret\"].fillna(0)\n",
"df[\"cumulative_ret\"] = (1 + df[\"spread_ret\"]).cumprod() - 1\n",
"\n",
"total_return = df[\"cumulative_ret\"].iloc[-1]\n",
"ann_return = (1 + total_return) ** (252 / len(df)) - 1\n",
"volatility = df[\"spread_ret\"].std() * np.sqrt(252)\n",
"sharpe = ann_return / volatility if volatility > 0 else 0\n",
"rolling_max = (1 + df[\"cumulative_ret\"]).cummax()\n",
"max_dd = ((1 + df[\"cumulative_ret\"]) / rolling_max - 1).min()\n",
"\n",
"backtest_summary = pd.DataFrame(\n",
" {\n",
" \"Total Return\": [f\"{total_return:.1%}\"],\n",
" \"Ann. Return\": [f\"{ann_return:.1%}\"],\n",
" \"Ann. Vol\": [f\"{volatility:.1%}\"],\n",
" \"Sharpe\": [f\"{sharpe:.2f}\"],\n",
" \"Max DD\": [f\"{max_dd:.1%}\"],\n",
" }\n",
")\n",
"display(backtest_summary)"
]
},
{
"cell_type": "markdown",
"id": "0a7fad5f",
"metadata": {
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"status": "completed"
}
},
"source": [
"## Summary: Primary Pair Analysis"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "a05cd789",
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"status": "completed"
}
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Metric</th>\n",
" <th>Value</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>Observations</td>\n",
" <td>2,516</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>EG p-value</td>\n",
" <td>0.9479</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>Johansen sig.</td>\n",
" <td>False</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>OLS hedge ratio</td>\n",
" <td>0.0302</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Kalman hedge ratio (final)</td>\n",
" <td>0.4049</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>Half-life (days)</td>\n",
" <td>114.8</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Metric Value\n",
"0 Observations 2,516\n",
"1 EG p-value 0.9479\n",
"2 Johansen sig. False\n",
"3 OLS hedge ratio 0.0302\n",
"4 Kalman hedge ratio (final) 0.4049\n",
"5 Half-life (days) 114.8"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"summary_df = pd.DataFrame(\n",
" {\n",
" \"Metric\": [\n",
" \"Observations\",\n",
" \"EG p-value\",\n",
" \"Johansen sig.\",\n",
" \"OLS hedge ratio\",\n",
" \"Kalman hedge ratio (final)\",\n",
" \"Half-life (days)\",\n",
" ],\n",
" \"Value\": [\n",
" f\"{len(df):,}\",\n",
" f\"{eg_pval:.4f}\",\n",
" str(johansen_sig),\n",
" f\"{hedge_ratio_ols:.4f}\",\n",
" f\"{hedge_ratios_kf[-1]:.4f}\",\n",
" f\"{half_life_kf:.1f}\",\n",
" ],\n",
" }\n",
")\n",
"display(summary_df)"
]
},
{
"cell_type": "markdown",
"id": "e233f4aa",
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"exception": false,
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"status": "completed"
}
},
"source": [
"## Cointegration Screening: Multiple ETF Pairs\n",
"\n",
"In practice, we screen multiple pairs to find cointegrated relationships.\n",
"Not all pairs that seem related are actually cointegrated."
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "40a6bdeb",
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"execution": {
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}
},
"outputs": [],
"source": [
"# Screen multiple ETF pairs for cointegration\n",
"CANDIDATE_PAIRS = [\n",
" (\"GLD\", \"SLV\", \"Gold vs Silver\"),\n",
" (\"XLE\", \"USO\", \"Energy vs Crude Oil\"),\n",
" (\"QQQ\", \"SMH\", \"Nasdaq 100 vs Semis\"),\n",
" (\"SPY\", \"VTI\", \"S&P 500 vs Total Mkt\"),\n",
" (\"TLT\", \"IEF\", \"Long vs Mid Treasuries\"),\n",
" (\"EEM\", \"VWO\", \"EM (iShares vs Vanguard)\"),\n",
"]\n",
"\n",
"screening_results = []"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "45b69c1a",
"metadata": {
"execution": {
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}
},
"outputs": [],
"source": [
"for pair_y, pair_x, description in CANDIDATE_PAIRS:\n",
" y_data = (\n",
" etf_data.filter(pl.col(\"symbol\") == pair_y).select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
" )\n",
" x_data = (\n",
" etf_data.filter(pl.col(\"symbol\") == pair_x).select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
" )\n",
"\n",
" if len(y_data) < 252 or len(x_data) < 252:\n",
" continue\n",
"\n",
" y_df = y_data.rename({\"close\": \"Y\"})\n",
" x_df = x_data.rename({\"close\": \"X\"})\n",
" pair_df = y_df.join(x_df, on=\"timestamp\", how=\"inner\").to_pandas().set_index(\"timestamp\")\n",
"\n",
" if len(pair_df) < 252:\n",
" continue\n",
"\n",
" # Engle-Granger test\n",
" eg_stat, eg_pval_pair, _ = coint(pair_df[\"Y\"], pair_df[\"X\"], trend=\"c\")[:3]\n",
"\n",
" # Johansen test\n",
" joh = coint_johansen(pair_df[[\"Y\", \"X\"]], det_order=0, k_ar_diff=1)\n",
" joh_sig = joh.lr1[0] > joh.cvt[0, 1]\n",
"\n",
" # Hedge ratio and half-life\n",
" ols_temp = LinearRegression()\n",
" ols_temp.fit(pair_df[[\"X\"]], pair_df[\"Y\"])\n",
" hedge = ols_temp.coef_[0]\n",
" hl = estimate_half_life(pair_df[\"Y\"] - hedge * pair_df[\"X\"])\n",
"\n",
" screening_results.append(\n",
" {\n",
" \"Pair\": f\"{pair_y}/{pair_x}\",\n",
" \"Description\": description,\n",
" \"Obs\": len(pair_df),\n",
" \"EG p-value\": eg_pval_pair,\n",
" \"Johansen\": \"Yes\" if joh_sig else \"No\",\n",
" \"Cointegrated\": eg_pval_pair < 0.05,\n",
" \"Hedge Ratio\": hedge,\n",
" \"Half-life (d)\": hl,\n",
" }\n",
" )"
]
},
{
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"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Pair</th>\n",
" <th>Description</th>\n",
" <th>EG p-value</th>\n",
" <th>Johansen</th>\n",
" <th>Hedge Ratio</th>\n",
" <th>Half-life (d)</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>GLD/SLV</td>\n",
" <td>Gold vs Silver</td>\n",
" <td>0.2708</td>\n",
" <td>Yes</td>\n",
" <td>7.636</td>\n",
" <td>109.7</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>XLE/USO</td>\n",
" <td>Energy vs Crude Oil</td>\n",
" <td>0.9479</td>\n",
" <td>No</td>\n",
" <td>0.030</td>\n",
" <td>N/A</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>QQQ/SMH</td>\n",
" <td>Nasdaq 100 vs Semis</td>\n",
" <td>0.4251</td>\n",
" <td>No</td>\n",
" <td>1.832</td>\n",
" <td>154.3</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>SPY/VTI</td>\n",
" <td>S&amp;P 500 vs Total Mkt</td>\n",
" <td>0.6143</td>\n",
" <td>No</td>\n",
" <td>2.042</td>\n",
" <td>223.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>TLT/IEF</td>\n",
" <td>Long vs Mid Treasuries</td>\n",
" <td>0.9606</td>\n",
" <td>No</td>\n",
" <td>2.190</td>\n",
" <td>270.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>EEM/VWO</td>\n",
" <td>EM (iShares vs Vanguard)</td>\n",
" <td>0.9876</td>\n",
" <td>No</td>\n",
" <td>0.970</td>\n",
" <td>N/A</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Pair Description EG p-value Johansen Hedge Ratio \\\n",
"0 GLD/SLV Gold vs Silver 0.2708 Yes 7.636 \n",
"1 XLE/USO Energy vs Crude Oil 0.9479 No 0.030 \n",
"2 QQQ/SMH Nasdaq 100 vs Semis 0.4251 No 1.832 \n",
"3 SPY/VTI S&P 500 vs Total Mkt 0.6143 No 2.042 \n",
"4 TLT/IEF Long vs Mid Treasuries 0.9606 No 2.190 \n",
"5 EEM/VWO EM (iShares vs Vanguard) 0.9876 No 0.970 \n",
"\n",
" Half-life (d) \n",
"0 109.7 \n",
"1 N/A \n",
"2 154.3 \n",
"3 223.0 \n",
"4 270.0 \n",
"5 N/A "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Display screening results as a formatted table\n",
"screening_df = pd.DataFrame(screening_results)\n",
"display_df = screening_df[\n",
" [\"Pair\", \"Description\", \"EG p-value\", \"Johansen\", \"Hedge Ratio\", \"Half-life (d)\"]\n",
"].copy()\n",
"display_df[\"EG p-value\"] = display_df[\"EG p-value\"].map(lambda x: f\"{x:.4f}\")\n",
"display_df[\"Hedge Ratio\"] = display_df[\"Hedge Ratio\"].map(lambda x: f\"{x:.3f}\")\n",
"display_df[\"Half-life (d)\"] = display_df[\"Half-life (d)\"].map(\n",
" lambda x: f\"{x:.1f}\" if x < 1000 else \"N/A\"\n",
")\n",
"display(display_df)"
]
},
{
"cell_type": "markdown",
"id": "b0341198",
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},
"source": [
"Economic relatedness does not guarantee cointegration — several\n",
"apparently related pairs fail the Engle-Granger test, and the two\n",
"tests sometimes disagree. Half-lives range from days to months,\n",
"reflecting the speed at which different pair relationships mean-revert.\n",
"Only pairs with short half-lives (days to weeks) are practical for\n",
"trading at daily frequency."
]
},
{
"cell_type": "markdown",
"id": "684d9d46",
"metadata": {
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"status": "completed"
}
},
"source": [
"## Save Pairs Trading Features for Downstream Chapters\n",
"\n",
"Spread signals and hedge ratios are consumed by:\n",
"- Chapter 18: Strategy simulation (pairs trading backtest)\n",
"- Chapter 19: Portfolio construction (market-neutral portfolios)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "41b2eeb3",
"metadata": {
"execution": {
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"status": "completed"
}
},
"outputs": [],
"source": [
"# Save pairs trading data to output directory for ALL cointegrated pairs\n",
"MODEL_DIR = get_case_study_dir(\"etfs\") / \"models\" / \"time_series\"\n",
"MODEL_DIR.mkdir(parents=True, exist_ok=True)"
]
},
{
"cell_type": "markdown",
"id": "5f23d85b",
"metadata": {
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},
"source": [
"### Generate Signals for Cointegrated Pairs\n",
"\n",
"Package spread signals and hedge ratios for all cointegrated pairs,\n",
"saving for downstream strategy evaluation in Chapters 1819."
]
},
{
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"source": [
"def generate_pair_signals(pair_y: str, pair_x: str) -> pl.DataFrame | None:\n",
" \"\"\"Generate Kalman-filtered spread signals for a single pair.\"\"\"\n",
" y_data = (\n",
" etf_data.filter(pl.col(\"symbol\") == pair_y).select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
" )\n",
" x_data = (\n",
" etf_data.filter(pl.col(\"symbol\") == pair_x).select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
" )\n",
"\n",
" if len(y_data) < 252 or len(x_data) < 252:\n",
" return None\n",
"\n",
" y_df = y_data.rename({\"close\": \"Y\"})\n",
" x_df = x_data.rename({\"close\": \"X\"})\n",
" pair_df = y_df.join(x_df, on=\"timestamp\", how=\"inner\").to_pandas().set_index(\"timestamp\")\n",
" pair_df.index = pd.DatetimeIndex(pair_df.index)\n",
"\n",
" if len(pair_df) < 252:\n",
" return None\n",
"\n",
" # Kalman filter hedge ratio and spread\n",
" kf_hedges, _ = kalman_hedge_ratio(pair_df[\"Y\"].values, pair_df[\"X\"].values)\n",
" pair_df[\"spread_kf\"] = pair_df[\"Y\"] - kf_hedges * pair_df[\"X\"]\n",
"\n",
" # Z-score from half-life based lookback\n",
" hl = estimate_half_life(pair_df[\"spread_kf\"])\n",
" lb = max(int(2 * hl), 20)\n",
" rm = pair_df[\"spread_kf\"].rolling(window=lb).mean()\n",
" rs = pair_df[\"spread_kf\"].rolling(window=lb).std()\n",
" pair_df[\"z_score\"] = (pair_df[\"spread_kf\"] - rm) / rs\n",
"\n",
" pair_df[\"signal\"] = 0\n",
" pair_df.loc[pair_df[\"z_score\"] < -2, \"signal\"] = 1\n",
" pair_df.loc[pair_df[\"z_score\"] > 2, \"signal\"] = -1\n",
"\n",
" return pl.DataFrame(\n",
" {\n",
" \"timestamp\": pair_df.index.values,\n",
" \"pair\": f\"{pair_y}/{pair_x}\",\n",
" \"asset_y\": pair_y,\n",
" \"asset_x\": pair_x,\n",
" \"hedge_ratio\": kf_hedges,\n",
" \"spread\": pair_df[\"spread_kf\"].values,\n",
" \"z_score\": pair_df[\"z_score\"].values,\n",
" \"signal\": pair_df[\"signal\"].values,\n",
" }\n",
" ).drop_nulls()"
]
},
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Processing 0 cointegrated pairs...\n",
" XLE/USO: 2516 obs (primary)\n"
]
}
],
"source": [
"# Apply to all cointegrated pairs\n",
"all_signals = []\n",
"cointegrated_pairs = [r for r in screening_results if r[\"Cointegrated\"]]\n",
"\n",
"print(f\"Processing {len(cointegrated_pairs)} cointegrated pairs...\")\n",
"\n",
"for r in cointegrated_pairs:\n",
" pair_y, pair_x = r[\"Pair\"].split(\"/\")\n",
" signals = generate_pair_signals(pair_y, pair_x)\n",
" if signals is not None:\n",
" all_signals.append(signals)\n",
"\n",
"# Also include the primary pair if not already included\n",
"if f\"{PAIR_Y}/{PAIR_X}\" not in [r[\"Pair\"] for r in cointegrated_pairs]:\n",
" primary_signals = pl.DataFrame(\n",
" {\n",
" \"timestamp\": df.index.values,\n",
" \"pair\": f\"{PAIR_Y}/{PAIR_X}\",\n",
" \"asset_y\": PAIR_Y,\n",
" \"asset_x\": PAIR_X,\n",
" \"hedge_ratio\": df[\"hedge_ratio_kf\"].values,\n",
" \"spread\": df[\"spread_kf\"].values,\n",
" \"z_score\": df[\"z_score\"].values,\n",
" \"signal\": df[\"signal\"].values,\n",
" }\n",
" ).drop_nulls()\n",
" all_signals.append(primary_signals)\n",
" print(f\" {PAIR_Y}/{PAIR_X}: {len(primary_signals)} obs (primary)\")"
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "b9b70c1f",
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"[OK] Saved pairs trading signals to case_studies/etfs/models/time_series/pairs_trading_signals.parquet\n",
" Shape: (2516, 8)\n",
" Pairs: ['XLE/USO']\n",
" Date range: 2015-01-02 00:00:00 to 2024-12-31 00:00:00\n",
"\n",
" Per-pair summary:\n",
" XLE/USO: 2,516 rows\n"
]
}
],
"source": [
"# Combine and save\n",
"if all_signals:\n",
" combined_signals = pl.concat(all_signals)\n",
" output_path = MODEL_DIR / \"pairs_trading_signals.parquet\"\n",
" combined_signals.write_parquet(output_path)\n",
"\n",
" print(f\"\\n[OK] Saved pairs trading signals to {output_path}\")\n",
" print(f\" Shape: {combined_signals.shape}\")\n",
" print(f\" Pairs: {combined_signals['pair'].unique().to_list()}\")\n",
" print(\n",
" f\" Date range: {combined_signals['timestamp'].min()} to {combined_signals['timestamp'].max()}\"\n",
" )\n",
"\n",
" # Per-pair summary\n",
" print(\"\\n Per-pair summary:\")\n",
" summary = combined_signals.group_by(\"pair\").agg(pl.len().alias(\"n_rows\")).sort(\"pair\")\n",
" for row in summary.iter_rows(named=True):\n",
" print(f\" {row['pair']}: {row['n_rows']:,} rows\")\n",
"else:\n",
" print(\"\\nWARNING: No pairs trading signals generated\")"
]
},
{
"cell_type": "markdown",
"id": "e78ca03b",
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"source": [
"## ml4t-engineer: Cross-Asset Features as Polars Expressions\n",
"\n",
"The manual pairwise analysis above uses statsmodels and numpy for each pair.\n",
"`ml4t-engineer` provides cross-asset features as Polars expressions for\n",
"multi-pair pipelines: rolling correlation, beta, dispersion, and\n",
"cointegration scoring."
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "4b40eb33",
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"execution": {
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},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"=== ml4t-engineer: Cross-Asset Features (GLD/SLV) ===\n",
" corr : mean=0.7799, std=0.0622\n",
" beta : mean=1.4323, std=0.3169\n",
" coint_score : mean=0.0697, std=0.0570\n"
]
}
],
"source": [
"# Demonstrate cross-asset features on a pair\n",
"gld = etf_data.filter(pl.col(\"symbol\") == \"GLD\").select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
"slv = etf_data.filter(pl.col(\"symbol\") == \"SLV\").select([\"timestamp\", \"close\"]).sort(\"timestamp\")\n",
"\n",
"pair_df = (\n",
" gld.rename({\"close\": \"gld_close\"})\n",
" .join(slv.rename({\"close\": \"slv_close\"}), on=\"timestamp\", how=\"inner\")\n",
" .with_columns(\n",
" gld_ret=pl.col(\"gld_close\").pct_change(),\n",
" slv_ret=pl.col(\"slv_close\").pct_change(),\n",
" )\n",
" .drop_nulls()\n",
")\n",
"\n",
"# Cross-asset features in one pipeline\n",
"pair_features = pair_df.with_columns(\n",
" corr=rolling_correlation(\"gld_ret\", \"slv_ret\", window=60),\n",
" beta=beta_to_market(\"slv_ret\", \"gld_ret\", window=60),\n",
" coint_score=co_integration_score(\"gld_close\", \"slv_close\", window=120),\n",
")\n",
"\n",
"# Correlation regime indicators (returns dict)\n",
"corr_regime = correlation_regime_indicator(\"corr\")\n",
"pair_features = pair_features.with_columns(**corr_regime)\n",
"\n",
"print(\"=== ml4t-engineer: Cross-Asset Features (GLD/SLV) ===\")\n",
"for col in [\"corr\", \"beta\", \"coint_score\"]:\n",
" vals = pair_features[col].drop_nulls()\n",
" _m, _s = vals.mean(), vals.std()\n",
" print(\n",
" f\" {col:<14}: mean={_m:.4f}, std={_s:.4f}\"\n",
" if _m is not None\n",
" else f\" {col:<14}: insufficient data\"\n",
" )"
]
},
{
"cell_type": "markdown",
"id": "c2b9dcb4",
"metadata": {
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"source": [
"The library expressions compose naturally in `with_columns()`, making it\n",
"straightforward to compute cross-asset features across many pairs in a\n",
"single Polars pipeline. `correlation_regime_indicator()` adds binary\n",
"regime flags based on rolling correlation levels — useful for\n",
"conditional feature engineering."
]
},
{
"cell_type": "markdown",
"id": "c30b1142",
"metadata": {
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},
"source": [
"## Cross-Sectional Ranking of Temporal Features\n",
"\n",
"Raw temporal features (momentum, conditional volatility, regime\n",
"probabilities) vary in scale across assets. Cross-sectional ranking\n",
"converts them to universe-relative signals — essential for panel models\n",
"that predict cross-sectional returns."
]
},
{
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"id": "f3fdad96",
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},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Panel: 10 assets, 24,560 obs\n"
]
}
],
"source": [
"# Compute temporal features for a multi-asset ETF universe\n",
"RANK_SYMBOLS = [\"SPY\", \"QQQ\", \"IWM\", \"EFA\", \"EEM\", \"TLT\", \"GLD\", \"XLE\", \"XLF\", \"XLV\"]\n",
"rank_symbols = [s for s in RANK_SYMBOLS if s in available_symbols]\n",
"\n",
"panel = (\n",
" etf_data.filter(pl.col(\"symbol\").is_in(rank_symbols))\n",
" .select([\"timestamp\", \"symbol\", \"close\"])\n",
" .sort([\"symbol\", \"timestamp\"])\n",
")\n",
"\n",
"# Temporal features: momentum (60d return) and volatility (60d rolling std of returns)\n",
"panel = (\n",
" panel.with_columns(\n",
" ret=pl.col(\"close\").pct_change().over(\"symbol\"),\n",
" )\n",
" .with_columns(\n",
" momentum_60d=pl.col(\"ret\").rolling_mean(60).over(\"symbol\"),\n",
" vol_60d=pl.col(\"ret\").rolling_std(60).over(\"symbol\"),\n",
" )\n",
" .drop_nulls()\n",
")\n",
"\n",
"print(f\"Panel: {panel['symbol'].n_unique()} assets, {len(panel):,} obs\")"
]
},
{
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Cross-sectional snapshot (2024-01-02):\n"
]
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>symbol</th>\n",
" <th>momentum_60d</th>\n",
" <th>rank_momentum</th>\n",
" <th>pct_momentum</th>\n",
" <th>zscore_momentum</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>XLE</td>\n",
" <td>0.000142</td>\n",
" <td>1.0</td>\n",
" <td>0.000000</td>\n",
" <td>-2.281951</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>XLV</td>\n",
" <td>0.001367</td>\n",
" <td>2.0</td>\n",
" <td>0.111111</td>\n",
" <td>-0.640358</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>EEM</td>\n",
" <td>0.001419</td>\n",
" <td>3.0</td>\n",
" <td>0.222222</td>\n",
" <td>-0.570714</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>EFA</td>\n",
" <td>0.001823</td>\n",
" <td>4.0</td>\n",
" <td>0.333333</td>\n",
" <td>-0.029018</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>SPY</td>\n",
" <td>0.001888</td>\n",
" <td>5.0</td>\n",
" <td>0.444444</td>\n",
" <td>0.058368</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>QQQ</td>\n",
" <td>0.002016</td>\n",
" <td>6.0</td>\n",
" <td>0.555556</td>\n",
" <td>0.230202</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>GLD</td>\n",
" <td>0.002074</td>\n",
" <td>7.0</td>\n",
" <td>0.666667</td>\n",
" <td>0.307771</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>XLF</td>\n",
" <td>0.002488</td>\n",
" <td>8.0</td>\n",
" <td>0.777778</td>\n",
" <td>0.863168</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>TLT</td>\n",
" <td>0.002518</td>\n",
" <td>9.0</td>\n",
" <td>0.888889</td>\n",
" <td>0.903044</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>IWM</td>\n",
" <td>0.002710</td>\n",
" <td>10.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.159488</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" symbol momentum_60d rank_momentum pct_momentum zscore_momentum\n",
"0 XLE 0.000142 1.0 0.000000 -2.281951\n",
"1 XLV 0.001367 2.0 0.111111 -0.640358\n",
"2 EEM 0.001419 3.0 0.222222 -0.570714\n",
"3 EFA 0.001823 4.0 0.333333 -0.029018\n",
"4 SPY 0.001888 5.0 0.444444 0.058368\n",
"5 QQQ 0.002016 6.0 0.555556 0.230202\n",
"6 GLD 0.002074 7.0 0.666667 0.307771\n",
"7 XLF 0.002488 8.0 0.777778 0.863168\n",
"8 TLT 0.002518 9.0 0.888889 0.903044\n",
"9 IWM 0.002710 10.0 1.000000 1.159488"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Cross-sectional rank, percentile, and z-score at each date\n",
"panel = panel.with_columns(\n",
" rank_momentum=pl.col(\"momentum_60d\").rank().over(\"timestamp\"),\n",
" rank_vol=pl.col(\"vol_60d\").rank().over(\"timestamp\"),\n",
" pct_momentum=(pl.col(\"momentum_60d\").rank().over(\"timestamp\") - 1)\n",
" / (pl.col(\"momentum_60d\").count().over(\"timestamp\") - 1),\n",
" zscore_momentum=(\n",
" (pl.col(\"momentum_60d\") - pl.col(\"momentum_60d\").mean().over(\"timestamp\"))\n",
" / pl.col(\"momentum_60d\").std().over(\"timestamp\")\n",
" ),\n",
")\n",
"\n",
"# Show a snapshot for one date\n",
"snapshot_date = panel[\"timestamp\"].unique().sort().to_list()[-252] # ~1 year ago\n",
"snapshot = (\n",
" panel.filter(pl.col(\"timestamp\") == snapshot_date)\n",
" .select([\"symbol\", \"momentum_60d\", \"rank_momentum\", \"pct_momentum\", \"zscore_momentum\"])\n",
" .sort(\"rank_momentum\")\n",
")\n",
"print(f\"\\nCross-sectional snapshot ({snapshot_date}):\")\n",
"display(snapshot.to_pandas())"
]
},
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"/tmp/ipykernel_1852198/770753372.py:19: UserWarning: The figure layout has changed to tight\n",
" plt.tight_layout()\n"
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",
"text/plain": [
"<Figure size 1400x800 with 2 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Visualize rank evolution over time for selected assets\n",
"fig, axes = plt.subplots(2, 1, figsize=(14, 8), sharex=True)\n",
"\n",
"highlight = [\"SPY\", \"GLD\", \"XLE\"]\n",
"for sym in highlight:\n",
" sym_data = panel.filter(pl.col(\"symbol\") == sym).to_pandas()\n",
" axes[0].plot(sym_data[\"timestamp\"], sym_data[\"pct_momentum\"], label=sym, linewidth=0.8)\n",
" axes[1].plot(sym_data[\"timestamp\"], sym_data[\"rank_vol\"], label=sym, linewidth=0.8)\n",
"\n",
"axes[0].set_ylabel(\"Momentum Percentile\")\n",
"axes[0].set_title(\"Cross-Sectional Momentum Percentile Over Time\")\n",
"axes[0].legend()\n",
"axes[0].axhline(0.5, color=\"gray\", linestyle=\"--\", alpha=0.3)\n",
"\n",
"axes[1].set_ylabel(\"Volatility Rank\")\n",
"axes[1].set_title(\"Cross-Sectional Volatility Rank Over Time\")\n",
"axes[1].legend()\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "1c8d84b8",
"metadata": {
"papermill": {
"duration": 0.003868,
"end_time": "2026-06-13T03:40:09.237392+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.233524+00:00",
"status": "completed"
}
},
"source": [
"Ranks are bounded, stationary, and immune to outliers. A high\n",
"momentum rank (top of universe) followed by rank decay signals\n",
"momentum exhaustion — a feature that absolute momentum values\n",
"cannot express because their scale drifts with market conditions."
]
},
{
"cell_type": "markdown",
"id": "a4be26a2",
"metadata": {
"papermill": {
"duration": 0.003709,
"end_time": "2026-06-13T03:40:09.246193+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.242484+00:00",
"status": "completed"
}
},
"source": [
"## Relative Temporal Features\n",
"\n",
"Many temporal features gain signal when expressed relative to a\n",
"benchmark — isolating idiosyncratic dynamics from systematic exposure.\n",
"We demonstrate market-relative features (vs SPY). Sector-relative\n",
"features follow the same pattern with a sector ETF as benchmark\n",
"(e.g., XLE momentum minus XLF momentum isolates energy-specific signal)."
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "4581e1c0",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:09.254732Z",
"iopub.status.busy": "2026-06-13T03:40:09.254557Z",
"iopub.status.idle": "2026-06-13T03:40:09.454904Z",
"shell.execute_reply": "2026-06-13T03:40:09.454161Z"
},
"papermill": {
"duration": 0.205318,
"end_time": "2026-06-13T03:40:09.455220+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.249902+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_1852198/2331146836.py:51: UserWarning: The figure layout has changed to tight\n",
" plt.tight_layout()\n"
]
},
{
"data": {
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",
"text/plain": [
"<Figure size 1400x800 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Compute relative features: asset vs. market (SPY as proxy)\n",
"spy_features = (\n",
" panel.filter(pl.col(\"symbol\") == \"SPY\")\n",
" .select([\"timestamp\", \"momentum_60d\", \"vol_60d\"])\n",
" .rename({\"momentum_60d\": \"mkt_momentum\", \"vol_60d\": \"mkt_vol\"})\n",
")\n",
"\n",
"panel_rel = panel.join(spy_features, on=\"timestamp\", how=\"inner\")\n",
"\n",
"panel_rel = panel_rel.with_columns(\n",
" momentum_vs_market=pl.col(\"momentum_60d\") - pl.col(\"mkt_momentum\"),\n",
" vol_vs_market=pl.col(\"vol_60d\") / pl.col(\"mkt_vol\"),\n",
")\n",
"\n",
"# Compare absolute vs relative for one asset\n",
"xle = panel_rel.filter(pl.col(\"symbol\") == \"XLE\").to_pandas()\n",
"\n",
"fig, axes = plt.subplots(2, 1, figsize=(14, 8), sharex=True)\n",
"\n",
"axes[0].plot(xle[\"timestamp\"], xle[\"momentum_60d\"], label=\"Absolute momentum\", linewidth=0.8)\n",
"axes[0].plot(\n",
" xle[\"timestamp\"], xle[\"momentum_vs_market\"], label=\"Momentum vs. market\", linewidth=0.8\n",
")\n",
"axes[0].axhline(0, color=\"gray\", linestyle=\"--\", alpha=0.3)\n",
"axes[0].set_ylabel(\"60-Day Momentum\")\n",
"axes[0].set_title(\"XLE: Absolute vs. Relative Momentum\")\n",
"axes[0].legend()\n",
"\n",
"# Absolute vol (~0.005 daily) and the vol-ratio (~1-3.5) live on different scales,\n",
"# so use twin y-axes to keep both visible.\n",
"ax_abs = axes[1]\n",
"ax_rel = ax_abs.twinx()\n",
"(l_abs,) = ax_abs.plot(\n",
" xle[\"timestamp\"], xle[\"vol_60d\"], label=\"Absolute volatility\", linewidth=0.8, color=\"#1f77b4\"\n",
")\n",
"(l_rel,) = ax_rel.plot(\n",
" xle[\"timestamp\"],\n",
" xle[\"vol_vs_market\"],\n",
" label=\"Vol / Market vol\",\n",
" linewidth=0.8,\n",
" color=\"#d62728\",\n",
")\n",
"ax_rel.axhline(1.0, color=\"gray\", linestyle=\"--\", alpha=0.3)\n",
"ax_abs.set_ylabel(\"Absolute Volatility (60-day)\", color=\"#1f77b4\")\n",
"ax_rel.set_ylabel(\"Vol / Market Vol\", color=\"#d62728\")\n",
"ax_abs.tick_params(axis=\"y\", labelcolor=\"#1f77b4\")\n",
"ax_rel.tick_params(axis=\"y\", labelcolor=\"#d62728\")\n",
"ax_abs.set_title(\"XLE: Absolute vs. Relative Volatility\")\n",
"ax_abs.legend(handles=[l_abs, l_rel], loc=\"upper left\")\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "d8a46a64",
"metadata": {
"papermill": {
"duration": 0.00427,
"end_time": "2026-06-13T03:40:09.464492+00:00",
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"status": "completed"
}
},
"source": [
"Relative momentum removes the market component — XLE's energy-sector\n",
"bets become visible only after subtracting the broad equity trend.\n",
"Relative volatility (vol / market vol) distinguishes periods where an\n",
"asset is genuinely more volatile from periods where the entire market\n",
"is stressed. Values above 1.0 indicate the asset carries more risk\n",
"than the market; values below 1.0 indicate relative calm."
]
},
{
"cell_type": "markdown",
"id": "4528ed17",
"metadata": {
"papermill": {
"duration": 0.004209,
"end_time": "2026-06-13T03:40:09.472942+00:00",
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"status": "completed"
}
},
"source": [
"## Multi-Asset Regime Aggregation (Illustrative)\n",
"\n",
"Individual regime classifications (from `11_hmm_regimes`) gain\n",
"power when aggregated across the universe. We approximate per-asset\n",
"regime probabilities from realized volatility percentiles to\n",
"demonstrate the aggregation mechanics. This is exploratory — the\n",
"full-history ranking introduces look-ahead. In production, use\n",
"HMM-filtered regime probabilities estimated within walk-forward folds."
]
},
{
"cell_type": "code",
"execution_count": 27,
"id": "bbc131ec",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:09.482236Z",
"iopub.status.busy": "2026-06-13T03:40:09.482108Z",
"iopub.status.idle": "2026-06-13T03:40:09.489027Z",
"shell.execute_reply": "2026-06-13T03:40:09.488606Z"
},
"papermill": {
"duration": 0.012219,
"end_time": "2026-06-13T03:40:09.489363+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.477144+00:00",
"status": "completed"
}
},
"outputs": [],
"source": [
"# Illustrative regime probabilities from rolling volatility (proxy for HMM crisis probs).\n",
"# WARNING: This ranks each asset's volatility over its FULL history — a look-ahead\n",
"# shortcut for demonstrating the aggregation mechanics. In production, use per-asset\n",
"# HMM filtered probabilities estimated inside walk-forward folds (see 11_hmm_regimes).\n",
"vol_panel = panel.select([\"timestamp\", \"symbol\", \"vol_60d\"]).with_columns(\n",
" crisis_prob=(\n",
" pl.col(\"vol_60d\").rank().over([\"symbol\"]) / pl.col(\"vol_60d\").count().over([\"symbol\"])\n",
" ),\n",
")\n",
"\n",
"# Universe-level aggregations at each timestamp\n",
"regime_agg = (\n",
" vol_panel.group_by(\"timestamp\")\n",
" .agg(\n",
" universe_crisis_prob=pl.col(\"crisis_prob\").mean(),\n",
" crisis_breadth=(pl.col(\"crisis_prob\") > 0.7).mean(), # fraction above 70th pct\n",
" regime_dispersion=pl.col(\"crisis_prob\").std(),\n",
" )\n",
" .sort(\"timestamp\")\n",
")\n",
"\n",
"# Plot against SPY returns\n",
"spy_ret = (\n",
" etf_data.filter(pl.col(\"symbol\") == \"SPY\")\n",
" .select([\"timestamp\", \"close\"])\n",
" .sort(\"timestamp\")\n",
" .with_columns(spy_cumret=(pl.col(\"close\") / pl.col(\"close\").first() - 1) * 100)\n",
")\n",
"\n",
"agg_pd = regime_agg.join(\n",
" spy_ret.select([\"timestamp\", \"spy_cumret\"]), on=\"timestamp\", how=\"inner\"\n",
").to_pandas()"
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "d7dda8ca",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:40:09.499053Z",
"iopub.status.busy": "2026-06-13T03:40:09.498970Z",
"iopub.status.idle": "2026-06-13T03:40:09.720710Z",
"shell.execute_reply": "2026-06-13T03:40:09.720189Z"
},
"papermill": {
"duration": 0.227142,
"end_time": "2026-06-13T03:40:09.721079+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.493937+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_1852198/1686085363.py:16: UserWarning: The figure layout has changed to tight\n",
" plt.tight_layout()\n"
]
},
{
"data": {
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",
"text/plain": [
"<Figure size 1400x1000 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, axes = plt.subplots(3, 1, figsize=(14, 10), sharex=True)\n",
"\n",
"axes[0].plot(agg_pd[\"timestamp\"], agg_pd[\"spy_cumret\"], linewidth=0.8, color=\"gray\")\n",
"axes[0].set_ylabel(\"SPY Cumulative Return (%)\")\n",
"axes[0].set_title(\"Market Context\")\n",
"\n",
"axes[1].plot(agg_pd[\"timestamp\"], agg_pd[\"crisis_breadth\"], linewidth=0.8, color=\"#d62728\")\n",
"axes[1].fill_between(agg_pd[\"timestamp\"], 0, agg_pd[\"crisis_breadth\"], alpha=0.2, color=\"#d62728\")\n",
"axes[1].set_ylabel(\"Crisis Breadth\")\n",
"axes[1].set_title(\"Fraction of Assets in High-Volatility Regime\")\n",
"\n",
"axes[2].plot(agg_pd[\"timestamp\"], agg_pd[\"regime_dispersion\"], linewidth=0.8, color=\"#1f77b4\")\n",
"axes[2].set_ylabel(\"Regime Dispersion\")\n",
"axes[2].set_title(\"Cross-Sectional Dispersion of Regime Probabilities\")\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "d2ea9f0f",
"metadata": {
"papermill": {
"duration": 0.004893,
"end_time": "2026-06-13T03:40:09.731563+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.726670+00:00",
"status": "completed"
}
},
"source": [
"Crisis breadth spikes during market selloffs (visible as SPY drawdowns),\n",
"confirming that aggregating individual regime indicators produces\n",
"a useful system-wide stress signal. Regime dispersion is low during\n",
"broad crises (all assets move together) and high during sector\n",
"rotations (differentiated behavior) — making it a complement to\n",
"crisis breadth rather than a substitute."
]
},
{
"cell_type": "markdown",
"id": "6d16dfae",
"metadata": {
"papermill": {
"duration": 0.004821,
"end_time": "2026-06-13T03:40:09.741110+00:00",
"exception": false,
"start_time": "2026-06-13T03:40:09.736289+00:00",
"status": "completed"
}
},
"source": [
"## Key Takeaways\n",
"\n",
"1. **Cross-sectional ranking normalizes temporal features** — ranks are\n",
" scale-invariant, outlier-robust, and stationary, making heterogeneous\n",
" assets comparable for panel models\n",
"2. **Relative features decompose alpha from beta** — asset momentum minus\n",
" sector momentum isolates idiosyncratic signal from systematic exposure\n",
"3. **Two cointegration tests for robustness** — Engle-Granger and Johansen\n",
" may disagree; treat pairs with caution when they do\n",
"4. **Kalman filter adapts** — dynamic hedge ratios track structural shifts\n",
" that a static OLS estimate misses\n",
"5. **Half-life guides lookback** — use 2x half-life for rolling z-score\n",
" windows; short half-lives are more practical for trading\n",
"6. **Screen multiple pairs** — economic relatedness does not guarantee\n",
" cointegration; the `ml4t-engineer` library scales this analysis\n",
" with Polars-native expressions\n",
"\n",
"**Previous**: `13_regime_as_feature` for regime features in ML pipelines.\n",
"**Book**: Chapter 9, Section 9.6 discusses cross-sectional ranking,\n",
"relative features, and panel aggregation in depth."
]
}
],
"metadata": {
"jupytext": {
"cell_metadata_filter": "tags,-all"
},
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.14.3"
},
"papermill": {
"default_parameters": {},
"duration": 6.028138,
"end_time": "2026-06-13T03:40:10.861552+00:00",
"environment_variables": {},
"exception": null,
"input_path": "09_model_based_features/14_panel_features.ipynb",
"output_path": "09_model_based_features/14_panel_features.ipynb",
"parameters": {},
"start_time": "2026-06-13T03:40:04.833414+00:00",
"version": "2.7.0"
},
"ml4t_provenance": {
"source_py_blob": "9292838043b4ad5fd96911b3ad8c2c110e486f3a",
"executed_at": "2026-06-13T03:40:11.081154+00:00",
"executor": "cpu-local",
"production": true,
"parameters": {},
"notes": "executed-state finalization batch (2026-06-13 run)"
}
},
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