{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "3264daf4",
   "metadata": {},
   "source": [
    "# Quantitative Investment Analytics ETL Pipeline\n",
    "\n",
    "Four Canadian equity portfolios, auditable SQL analytics, and purged volatility prediction. This notebook reads the last completed pipeline run. Charts are embedded as PNG outputs for notebook viewers. See the source modules for the executable implementation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "58165ccf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-09T05:55:21.303663Z",
     "iopub.status.busy": "2026-09-09T05:55:21.303531Z",
     "iopub.status.idle": "2026-09-09T05:55:22.143343Z",
     "shell.execute_reply": "2026-09-09T05:55:22.142880Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Yahoo Finance via yfinance\n",
      "{'start': '2018-01-01', 'end': '2026-09-01', 'benchmark': 'XIC.TO', 'initial_capital': 100000, 'risk_free_rate': 0.03, 'transaction_cost_bps': 10, 'warmup_days': 252, 'forecast_days': 20, 'test_fraction': 0.2, 'seed': 42}\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>cumulative_return</th>\n",
       "      <th>annualized_return</th>\n",
       "      <th>volatility</th>\n",
       "      <th>sharpe</th>\n",
       "      <th>max_drawdown</th>\n",
       "      <th>portfolio_id</th>\n",
       "      <th>total_cost</th>\n",
       "      <th>turnover</th>\n",
       "      <th>excess_annualized_return</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2.798174</td>\n",
       "      <td>0.191215</td>\n",
       "      <td>0.162911</td>\n",
       "      <td>0.974572</td>\n",
       "      <td>-0.287301</td>\n",
       "      <td>Balanced</td>\n",
       "      <td>776.605214</td>\n",
       "      <td>3.625783</td>\n",
       "      <td>0.028992</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.147465</td>\n",
       "      <td>0.162223</td>\n",
       "      <td>0.163749</td>\n",
       "      <td>0.820370</td>\n",
       "      <td>-0.372117</td>\n",
       "      <td>Benchmark</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>5.492029</td>\n",
       "      <td>0.277950</td>\n",
       "      <td>0.286007</td>\n",
       "      <td>0.897374</td>\n",
       "      <td>-0.487163</td>\n",
       "      <td>Growth</td>\n",
       "      <td>1856.877502</td>\n",
       "      <td>5.196306</td>\n",
       "      <td>0.115728</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2.129369</td>\n",
       "      <td>0.161344</td>\n",
       "      <td>0.160645</td>\n",
       "      <td>0.827860</td>\n",
       "      <td>-0.330561</td>\n",
       "      <td>Income</td>\n",
       "      <td>395.514165</td>\n",
       "      <td>2.350359</td>\n",
       "      <td>-0.000878</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.435912</td>\n",
       "      <td>0.175662</td>\n",
       "      <td>0.152889</td>\n",
       "      <td>0.942033</td>\n",
       "      <td>-0.297091</td>\n",
       "      <td>Low volatility</td>\n",
       "      <td>573.676954</td>\n",
       "      <td>2.992934</td>\n",
       "      <td>0.013439</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   cumulative_return  annualized_return  volatility    sharpe  max_drawdown  \\\n",
       "0           2.798174           0.191215    0.162911  0.974572     -0.287301   \n",
       "1           2.147465           0.162223    0.163749  0.820370     -0.372117   \n",
       "2           5.492029           0.277950    0.286007  0.897374     -0.487163   \n",
       "3           2.129369           0.161344    0.160645  0.827860     -0.330561   \n",
       "4           2.435912           0.175662    0.152889  0.942033     -0.297091   \n",
       "\n",
       "     portfolio_id   total_cost  turnover  excess_annualized_return  \n",
       "0        Balanced   776.605214  3.625783                  0.028992  \n",
       "1       Benchmark     0.000000  0.000000                  0.000000  \n",
       "2          Growth  1856.877502  5.196306                  0.115728  \n",
       "3          Income   395.514165  2.350359                 -0.000878  \n",
       "4  Low volatility   573.676954  2.992934                  0.013439  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from pathlib import Path\n",
    "import json, sqlite3\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from IPython.display import display\n",
    "%matplotlib inline\n",
    "ROOT = Path.cwd()\n",
    "if not (ROOT / 'output').exists():\n",
    "    ROOT = ROOT.parent\n",
    "manifest = json.loads((ROOT / 'output/run_manifest.json').read_text())\n",
    "print(manifest['source']['source'])\n",
    "print(manifest['config'])\n",
    "conn = sqlite3.connect(ROOT / 'output/investment_analytics.db')\n",
    "summary = pd.read_sql('SELECT * FROM portfolio_summary', conn)\n",
    "display(summary)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38f35835",
   "metadata": {},
   "source": [
    "## Portfolio performance and drawdown\n",
    "Previous-close weights earn daily returns. Month-start rebalancing deducts costs. These are selected equity allocations, not an optimized investment recommendation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5ccb9141",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-09T05:55:22.145179Z",
     "iopub.status.busy": "2026-09-09T05:55:22.144914Z",
     "iopub.status.idle": "2026-09-09T05:55:22.498990Z",
     "shell.execute_reply": "2026-09-09T05:55:22.497003Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1200x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "daily = pd.read_sql('SELECT * FROM portfolio_daily_summary ORDER BY date', conn, parse_dates=['date'])\n",
    "fig, axes = plt.subplots(2, 1, figsize=(12, 8), sharex=True)\n",
    "for name, group in daily.groupby('portfolio_id'):\n",
    "    axes[0].plot(group.date, group.nav, label=name)\n",
    "    axes[1].plot(group.date, group.drawdown * 100, label=name)\n",
    "axes[0].set(title='Portfolio value after transaction costs', ylabel='CAD')\n",
    "axes[1].set(title='Drawdown', ylabel='% below peak')\n",
    "axes[0].legend(ncol=3)\n",
    "for ax in axes: ax.grid(alpha=.2)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab584ec8",
   "metadata": {},
   "source": [
    "## SQL data mart\n",
    "The view joins position facts to the security dimension. Monthly returns use a CTE and LAG over month-end NAV."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8e45daa1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-09T05:55:22.503246Z",
     "iopub.status.busy": "2026-09-09T05:55:22.503030Z",
     "iopub.status.idle": "2026-09-09T05:55:22.669243Z",
     "shell.execute_reply": "2026-09-09T05:55:22.668981Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-- Latest allocations, with sector names obtained from the security dimension.\n",
      "CREATE VIEW latest_sector_exposure AS\n",
      "WITH latest AS (SELECT MAX(date) AS date FROM portfolio_positions)\n",
      "SELECT p.portfolio_id, s.sector, SUM(p.market_value) AS market_value,\n",
      "       SUM(p.weight) AS weight\n",
      "FROM portfolio_positions p\n",
      "JOIN securities s ON s.ticker = p.ticker\n",
      "JOIN latest l ON l.date = p.date\n",
      "GROUP BY p.portfolio_id, s.sector;\n",
      "\n",
      "-- Compound monthly returns from month-end NAV using a window function.\n",
      "CREATE VIEW monthly_portfolio_returns AS\n",
      "WITH ranked AS (\n",
      " SELECT *, SUBSTR(date, 1, 7) AS month,\n",
      " ROW_NUMBER() OVER (PARTITION BY portfolio_id, SUBSTR(date, 1, 7) ORDER BY date DESC) AS rn\n",
      " FROM portfolio_daily_summary\n",
      "), endpoints AS (\n",
      " SELECT portfolio_id, month, nav FROM ranked WHERE rn = 1\n",
      ")\n",
      "SELECT portfolio_id, month, nav,\n",
      " nav / LAG(nav) OVER (PARTITION BY portfolio_id ORDER BY month) - 1 AS monthly_return\n",
      "FROM endpoints;\n",
      "\n",
      "-- Daily cross-sectional ranking by trailing annualized volatility.\n",
      "CREATE VIEW volatility_ranking AS\n",
      "SELECT date, ticker, rolling_volatility_20,\n",
      " DENSE_RANK() OVER (PARTITION BY date ORDER BY rolling_volatility_20) AS volatility_rank\n",
      "FROM security_daily_analytics WHERE rolling_volatility_20 IS NOT NULL;\n",
      "\n",
      "CREATE VIEW rolling_portfolio_returns AS\n",
      "SELECT date, portfolio_id,\n",
      " nav / LAG(nav, 20) OVER (PARTITION BY portfolio_id ORDER BY date) - 1 AS return_20_sessions\n",
      "FROM portfolio_daily_summary;\n",
      "\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>portfolio_id</th>\n",
       "      <th>sector</th>\n",
       "      <th>market_value</th>\n",
       "      <th>weight</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Energy</td>\n",
       "      <td>54729.056875</td>\n",
       "      <td>0.144093</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Financials</td>\n",
       "      <td>94183.667480</td>\n",
       "      <td>0.247971</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Industrials</td>\n",
       "      <td>55795.837249</td>\n",
       "      <td>0.146902</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Technology</td>\n",
       "      <td>82793.440689</td>\n",
       "      <td>0.217982</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Utilities</td>\n",
       "      <td>92315.391825</td>\n",
       "      <td>0.243052</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Benchmark</td>\n",
       "      <td>Benchmark</td>\n",
       "      <td>314746.547784</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Financials</td>\n",
       "      <td>90212.881038</td>\n",
       "      <td>0.138959</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Industrials</td>\n",
       "      <td>120383.907598</td>\n",
       "      <td>0.185433</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Technology</td>\n",
       "      <td>438606.100043</td>\n",
       "      <td>0.675607</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Income</td>\n",
       "      <td>Energy</td>\n",
       "      <td>61403.248725</td>\n",
       "      <td>0.196216</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Income</td>\n",
       "      <td>Financials</td>\n",
       "      <td>142866.983701</td>\n",
       "      <td>0.456536</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Income</td>\n",
       "      <td>Utilities</td>\n",
       "      <td>108666.677989</td>\n",
       "      <td>0.347248</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Energy</td>\n",
       "      <td>29400.047297</td>\n",
       "      <td>0.085567</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Financials</td>\n",
       "      <td>132849.082620</td>\n",
       "      <td>0.386649</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Industrials</td>\n",
       "      <td>37455.714306</td>\n",
       "      <td>0.109012</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Technology</td>\n",
       "      <td>43578.712575</td>\n",
       "      <td>0.126833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Utilities</td>\n",
       "      <td>100307.672655</td>\n",
       "      <td>0.291939</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      portfolio_id       sector   market_value    weight\n",
       "0         Balanced       Energy   54729.056875  0.144093\n",
       "1         Balanced   Financials   94183.667480  0.247971\n",
       "2         Balanced  Industrials   55795.837249  0.146902\n",
       "3         Balanced   Technology   82793.440689  0.217982\n",
       "4         Balanced    Utilities   92315.391825  0.243052\n",
       "5        Benchmark    Benchmark  314746.547784  1.000000\n",
       "6           Growth   Financials   90212.881038  0.138959\n",
       "7           Growth  Industrials  120383.907598  0.185433\n",
       "8           Growth   Technology  438606.100043  0.675607\n",
       "9           Income       Energy   61403.248725  0.196216\n",
       "10          Income   Financials  142866.983701  0.456536\n",
       "11          Income    Utilities  108666.677989  0.347248\n",
       "12  Low volatility       Energy   29400.047297  0.085567\n",
       "13  Low volatility   Financials  132849.082620  0.386649\n",
       "14  Low volatility  Industrials   37455.714306  0.109012\n",
       "15  Low volatility   Technology   43578.712575  0.126833\n",
       "16  Low volatility    Utilities  100307.672655  0.291939"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print((ROOT / 'sql/analysis_queries.sql').read_text())\n",
    "exposure = pd.read_sql('SELECT * FROM latest_sector_exposure', conn)\n",
    "display(exposure)\n",
    "exposure[exposure.portfolio_id != 'Benchmark'].pivot(index='portfolio_id', columns='sector', values='weight').plot.bar(stacked=True, figsize=(10, 5))\n",
    "plt.title('Latest sector exposure')\n",
    "plt.ylabel('Portfolio weight')\n",
    "plt.xticks(rotation=0)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d022748e",
   "metadata": {},
   "source": [
    "## Machine learning validation\n",
    "Predict next-20-session volatility from past returns, volatility and market volume. All scaling is inside cross-validation. Training labels end before validation begins. Compare held-out RMSE with persistence; ML may lose."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7dcc0204",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-09T05:55:22.670485Z",
     "iopub.status.busy": "2026-09-09T05:55:22.670368Z",
     "iopub.status.idle": "2026-09-09T05:55:22.753059Z",
     "shell.execute_reply": "2026-09-09T05:55:22.752632Z"
    }
   },
   "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>portfolio_id</th>\n",
       "      <th>model</th>\n",
       "      <th>rmse</th>\n",
       "      <th>r2</th>\n",
       "      <th>selected_by_cv</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Linear regression</td>\n",
       "      <td>0.043156</td>\n",
       "      <td>-0.087686</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>0.041783</td>\n",
       "      <td>-0.019568</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Lasso</td>\n",
       "      <td>0.041799</td>\n",
       "      <td>-0.020322</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>ElasticNet</td>\n",
       "      <td>0.042053</td>\n",
       "      <td>-0.032806</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>Persistence baseline</td>\n",
       "      <td>0.049813</td>\n",
       "      <td>-0.449087</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Linear regression</td>\n",
       "      <td>0.099861</td>\n",
       "      <td>-0.057570</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>0.099264</td>\n",
       "      <td>-0.044973</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Lasso</td>\n",
       "      <td>0.099706</td>\n",
       "      <td>-0.054298</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Growth</td>\n",
       "      <td>ElasticNet</td>\n",
       "      <td>0.099741</td>\n",
       "      <td>-0.055036</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Growth</td>\n",
       "      <td>Persistence baseline</td>\n",
       "      <td>0.131365</td>\n",
       "      <td>-0.830095</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Income</td>\n",
       "      <td>Linear regression</td>\n",
       "      <td>0.035779</td>\n",
       "      <td>-0.382895</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Income</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>0.035118</td>\n",
       "      <td>-0.332244</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>Income</td>\n",
       "      <td>Lasso</td>\n",
       "      <td>0.035205</td>\n",
       "      <td>-0.338864</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Income</td>\n",
       "      <td>ElasticNet</td>\n",
       "      <td>0.035291</td>\n",
       "      <td>-0.345389</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>Income</td>\n",
       "      <td>Persistence baseline</td>\n",
       "      <td>0.031161</td>\n",
       "      <td>-0.048943</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Linear regression</td>\n",
       "      <td>0.037045</td>\n",
       "      <td>-0.210236</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>0.036026</td>\n",
       "      <td>-0.144576</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Lasso</td>\n",
       "      <td>0.036005</td>\n",
       "      <td>-0.143252</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>ElasticNet</td>\n",
       "      <td>0.036156</td>\n",
       "      <td>-0.152897</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>Persistence baseline</td>\n",
       "      <td>0.039793</td>\n",
       "      <td>-0.396456</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      portfolio_id                 model      rmse        r2  selected_by_cv\n",
       "0         Balanced     Linear regression  0.043156 -0.087686               0\n",
       "1         Balanced                 Ridge  0.041783 -0.019568               1\n",
       "2         Balanced                 Lasso  0.041799 -0.020322               0\n",
       "3         Balanced            ElasticNet  0.042053 -0.032806               0\n",
       "4         Balanced  Persistence baseline  0.049813 -0.449087               0\n",
       "5           Growth     Linear regression  0.099861 -0.057570               0\n",
       "6           Growth                 Ridge  0.099264 -0.044973               1\n",
       "7           Growth                 Lasso  0.099706 -0.054298               0\n",
       "8           Growth            ElasticNet  0.099741 -0.055036               0\n",
       "9           Growth  Persistence baseline  0.131365 -0.830095               0\n",
       "10          Income     Linear regression  0.035779 -0.382895               0\n",
       "11          Income                 Ridge  0.035118 -0.332244               1\n",
       "12          Income                 Lasso  0.035205 -0.338864               0\n",
       "13          Income            ElasticNet  0.035291 -0.345389               0\n",
       "14          Income  Persistence baseline  0.031161 -0.048943               0\n",
       "15  Low volatility     Linear regression  0.037045 -0.210236               0\n",
       "16  Low volatility                 Ridge  0.036026 -0.144576               1\n",
       "17  Low volatility                 Lasso  0.036005 -0.143252               0\n",
       "18  Low volatility            ElasticNet  0.036156 -0.152897               0\n",
       "19  Low volatility  Persistence baseline  0.039793 -0.396456               0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1200x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>portfolio_id</th>\n",
       "      <th>fold</th>\n",
       "      <th>train_start</th>\n",
       "      <th>last_train_label</th>\n",
       "      <th>validation_start</th>\n",
       "      <th>validation_end</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>0</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2020-04-07 00:00:00</td>\n",
       "      <td>2020-04-08 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>1</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "      <td>2021-06-15 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>2</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "      <td>2022-08-22 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Balanced</td>\n",
       "      <td>3</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "      <td>2023-10-27 00:00:00</td>\n",
       "      <td>2025-01-02 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Growth</td>\n",
       "      <td>0</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2020-04-07 00:00:00</td>\n",
       "      <td>2020-04-08 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Growth</td>\n",
       "      <td>1</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "      <td>2021-06-15 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Growth</td>\n",
       "      <td>2</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "      <td>2022-08-22 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Growth</td>\n",
       "      <td>3</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "      <td>2023-10-27 00:00:00</td>\n",
       "      <td>2025-01-02 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Income</td>\n",
       "      <td>0</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2020-04-07 00:00:00</td>\n",
       "      <td>2020-04-08 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Income</td>\n",
       "      <td>1</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "      <td>2021-06-15 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Income</td>\n",
       "      <td>2</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "      <td>2022-08-22 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Income</td>\n",
       "      <td>3</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "      <td>2023-10-27 00:00:00</td>\n",
       "      <td>2025-01-02 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>0</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2020-04-07 00:00:00</td>\n",
       "      <td>2020-04-08 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>1</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2021-06-14 00:00:00</td>\n",
       "      <td>2021-06-15 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>2</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2022-08-19 00:00:00</td>\n",
       "      <td>2022-08-22 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Low volatility</td>\n",
       "      <td>3</td>\n",
       "      <td>2019-01-30 00:00:00</td>\n",
       "      <td>2023-10-26 00:00:00</td>\n",
       "      <td>2023-10-27 00:00:00</td>\n",
       "      <td>2025-01-02 00:00:00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      portfolio_id  fold          train_start     last_train_label  \\\n",
       "0         Balanced     0  2019-01-30 00:00:00  2020-04-07 00:00:00   \n",
       "1         Balanced     1  2019-01-30 00:00:00  2021-06-14 00:00:00   \n",
       "2         Balanced     2  2019-01-30 00:00:00  2022-08-19 00:00:00   \n",
       "3         Balanced     3  2019-01-30 00:00:00  2023-10-26 00:00:00   \n",
       "4           Growth     0  2019-01-30 00:00:00  2020-04-07 00:00:00   \n",
       "5           Growth     1  2019-01-30 00:00:00  2021-06-14 00:00:00   \n",
       "6           Growth     2  2019-01-30 00:00:00  2022-08-19 00:00:00   \n",
       "7           Growth     3  2019-01-30 00:00:00  2023-10-26 00:00:00   \n",
       "8           Income     0  2019-01-30 00:00:00  2020-04-07 00:00:00   \n",
       "9           Income     1  2019-01-30 00:00:00  2021-06-14 00:00:00   \n",
       "10          Income     2  2019-01-30 00:00:00  2022-08-19 00:00:00   \n",
       "11          Income     3  2019-01-30 00:00:00  2023-10-26 00:00:00   \n",
       "12  Low volatility     0  2019-01-30 00:00:00  2020-04-07 00:00:00   \n",
       "13  Low volatility     1  2019-01-30 00:00:00  2021-06-14 00:00:00   \n",
       "14  Low volatility     2  2019-01-30 00:00:00  2022-08-19 00:00:00   \n",
       "15  Low volatility     3  2019-01-30 00:00:00  2023-10-26 00:00:00   \n",
       "\n",
       "       validation_start       validation_end  \n",
       "0   2020-04-08 00:00:00  2021-06-14 00:00:00  \n",
       "1   2021-06-15 00:00:00  2022-08-19 00:00:00  \n",
       "2   2022-08-22 00:00:00  2023-10-26 00:00:00  \n",
       "3   2023-10-27 00:00:00  2025-01-02 00:00:00  \n",
       "4   2020-04-08 00:00:00  2021-06-14 00:00:00  \n",
       "5   2021-06-15 00:00:00  2022-08-19 00:00:00  \n",
       "6   2022-08-22 00:00:00  2023-10-26 00:00:00  \n",
       "7   2023-10-27 00:00:00  2025-01-02 00:00:00  \n",
       "8   2020-04-08 00:00:00  2021-06-14 00:00:00  \n",
       "9   2021-06-15 00:00:00  2022-08-19 00:00:00  \n",
       "10  2022-08-22 00:00:00  2023-10-26 00:00:00  \n",
       "11  2023-10-27 00:00:00  2025-01-02 00:00:00  \n",
       "12  2020-04-08 00:00:00  2021-06-14 00:00:00  \n",
       "13  2021-06-15 00:00:00  2022-08-19 00:00:00  \n",
       "14  2022-08-22 00:00:00  2023-10-26 00:00:00  \n",
       "15  2023-10-27 00:00:00  2025-01-02 00:00:00  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "scores = pd.read_sql('SELECT * FROM model_scores', conn)\n",
    "display(scores[['portfolio_id', 'model', 'rmse', 'r2', 'selected_by_cv']])\n",
    "scores.pivot(index='portfolio_id', columns='model', values='rmse').plot.bar(figsize=(12, 5))\n",
    "plt.title('Held-out volatility prediction RMSE: lower is better')\n",
    "plt.xticks(rotation=0)\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "display(pd.read_sql('SELECT * FROM validation_splits', conn))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bca42afe",
   "metadata": {},
   "source": [
    "## Implementation\n",
    "The following cells display the actual pipeline source used to generate these results."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3a12d0b",
   "metadata": {},
   "source": [
    "### extract.py\n",
    "```python\n",
    "import hashlib\n",
    "import json\n",
    "from datetime import datetime, timezone\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "\n",
    "def extract(root, config, source):\n",
    "    securities = pd.read_csv(root / \"data/securities.csv\")\n",
    "    holdings = pd.read_csv(root / \"data/holdings.csv\")\n",
    "    path = root / \"data\" / (\"synthetic_prices.csv\" if source == \"synthetic\" else \"cached_prices.csv\")\n",
    "    metadata_path = path.with_suffix(\".json\")\n",
    "    if source == \"download\":\n",
    "        import yfinance as yf\n",
    "        frames = []\n",
    "        for ticker in securities.ticker:\n",
    "            data = yf.download(ticker, start=config[\"start\"], end=config[\"end\"],\n",
    "                               auto_adjust=False, progress=False, threads=False)\n",
    "            if data.empty:\n",
    "                raise ValueError(f\"No market data returned for {ticker}; use --source synthetic explicitly for a demo.\")\n",
    "            if isinstance(data.columns, pd.MultiIndex):\n",
    "                data.columns = data.columns.get_level_values(0)\n",
    "            frames.append(pd.DataFrame({\"date\": data.index.strftime(\"%Y-%m-%d\"),\n",
    "                                        \"ticker\": ticker, \"adjusted_price\": data[\"Adj Close\"].to_numpy(),\n",
    "                                        \"volume\": data.Volume.to_numpy()}))\n",
    "        prices = pd.concat(frames, ignore_index=True)\n",
    "    elif source == \"synthetic\":\n",
    "        rng = np.random.default_rng(config[\"seed\"])\n",
    "        dates = pd.bdate_range(config[\"start\"], pd.Timestamp(config[\"end\"]) - pd.Timedelta(days=1))\n",
    "        market = rng.normal(0.00025, 0.01, len(dates))\n",
    "        frames = []\n",
    "        for row in securities.itertuples():\n",
    "            scale = {\"Technology\": 0.018, \"Utilities\": 0.006}.get(row.sector, 0.009)\n",
    "            r = market * (0.65 if row.sector == \"Utilities\" else 1) + rng.normal(0, scale, len(dates))\n",
    "            frames.append(pd.DataFrame({\"date\": dates, \"ticker\": row.ticker,\n",
    "                                        \"adjusted_price\": 100 * np.cumprod(1 + r),\n",
    "                                        \"volume\": rng.integers(100000, 3000000, len(dates))}))\n",
    "        prices = pd.concat(frames, ignore_index=True)\n",
    "    else:\n",
    "        prices = pd.read_csv(path)\n",
    "        metadata = json.loads(metadata_path.read_text())\n",
    "        if metadata[\"sha256\"] != hashlib.sha256(path.read_bytes()).hexdigest():\n",
    "            raise ValueError(\"Cached price checksum does not match provenance metadata\")\n",
    "        return prices, holdings, securities, metadata\n",
    "    prices.to_csv(path, index=False)\n",
    "    metadata = {\"source\": \"Yahoo Finance via yfinance\" if source == \"download\" else \"SYNTHETIC DEMONSTRATION\",\n",
    "                \"retrieved_at\": datetime.now(timezone.utc).isoformat(),\n",
    "                \"sha256\": hashlib.sha256(path.read_bytes()).hexdigest(),\n",
    "                \"start\": config[\"start\"], \"end_exclusive\": config[\"end\"],\n",
    "                \"price_basis\": \"Dividend/split adjusted close; CAD\"}\n",
    "    metadata_path.write_text(json.dumps(metadata, indent=2))\n",
    "    return prices, holdings, securities, metadata\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e9c1d66a",
   "metadata": {},
   "source": [
    "### validation.py\n",
    "```python\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "\n",
    "def clean_inputs(prices, holdings, securities):\n",
    "    prices = prices.copy()\n",
    "    prices[\"date\"] = pd.to_datetime(prices.date, errors=\"raise\")\n",
    "    for col in (\"adjusted_price\", \"volume\"):\n",
    "        prices[col] = pd.to_numeric(prices[col], errors=\"raise\")\n",
    "    if prices.isna().any().any() or not np.isfinite(prices[[\"adjusted_price\", \"volume\"]]).all().all():\n",
    "        raise ValueError(\"Missing or non-finite price fields\")\n",
    "    if not prices.adjusted_price.gt(0).all() or not prices.volume.ge(0).all():\n",
    "        raise ValueError(\"Prices must be positive and volume nonnegative\")\n",
    "    before = len(prices)\n",
    "    prices = prices.drop_duplicates()\n",
    "    if prices.duplicated([\"date\", \"ticker\"]).any():\n",
    "        raise ValueError(\"Conflicting duplicate ticker-date records\")\n",
    "    if securities.ticker.duplicated().any() or securities.isna().any().any():\n",
    "        raise ValueError(\"Invalid security master\")\n",
    "    if set(prices.ticker) != set(securities.ticker):\n",
    "        raise ValueError(\"Price universe does not match security master\")\n",
    "    if holdings.isna().any().any() or holdings.duplicated([\"portfolio_id\", \"ticker\"]).any():\n",
    "        raise ValueError(\"Invalid or duplicate holdings\")\n",
    "    if not set(holdings.ticker) <= set(securities.ticker):\n",
    "        raise ValueError(\"Unknown security in holdings\")\n",
    "    if not np.isfinite(holdings.target_weight).all() or not holdings.target_weight.ge(0).all():\n",
    "        raise ValueError(\"Holdings must have finite nonnegative weights\")\n",
    "    if not np.allclose(holdings.groupby(\"portfolio_id\").target_weight.sum(), 1):\n",
    "        raise ValueError(\"Portfolio weights must sum to one\")\n",
    "    if set(securities.currency) != {\"CAD\"}:\n",
    "        raise ValueError(\"This pipeline requires a single CAD currency basis\")\n",
    "    prices = prices.sort_values([\"ticker\", \"date\"]).reset_index(drop=True)\n",
    "    wide = prices.pivot(index=\"date\", columns=\"ticker\", values=\"adjusted_price\")\n",
    "    if wide.isna().any().any():\n",
    "        raise ValueError(\"Missing ticker-date prices; repair the source instead of silently filling\")\n",
    "    return prices, {\"exact_duplicates_removed\": before - len(prices), \"missing_prices\": 0,\n",
    "                    \"price_records\": len(prices), \"securities\": len(securities), \"dates\": len(wide)}\n",
    "\n",
    "\n",
    "def validate_outputs(daily, positions):\n",
    "    if not np.isfinite(daily[[\"net_return\", \"nav\"]]).all().all() or not daily.nav.gt(0).all():\n",
    "        raise ValueError(\"Invalid portfolio results\")\n",
    "    if not np.allclose(positions.groupby([\"date\", \"portfolio_id\"]).weight.sum(), 1):\n",
    "        raise ValueError(\"Position weights do not reconcile\")\n",
    "    totals = positions.groupby([\"date\", \"portfolio_id\"]).market_value.sum()\n",
    "    expected = daily.set_index([\"date\", \"portfolio_id\"]).nav.reindex(totals.index)\n",
    "    if not np.allclose(totals, expected):\n",
    "        raise ValueError(\"Position values do not reconcile to NAV\")\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "45931035",
   "metadata": {},
   "source": [
    "### analytics.py\n",
    "```python\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "\n",
    "def metrics(returns, risk_free_rate=0.03):\n",
    "    returns = pd.Series(returns).dropna()\n",
    "    wealth = (1 + returns).cumprod()\n",
    "    drawdown = wealth / wealth.cummax().clip(lower=1) - 1\n",
    "    std = returns.std(ddof=1)\n",
    "    rf_daily = (1 + risk_free_rate) ** (1 / 252) - 1\n",
    "    return {\"cumulative_return\": wealth.iloc[-1] - 1,\n",
    "            \"annualized_return\": wealth.iloc[-1] ** (252 / len(returns)) - 1,\n",
    "            \"volatility\": std * np.sqrt(252),\n",
    "            \"sharpe\": (returns.mean() - rf_daily) / std * np.sqrt(252) if std > 0 else np.nan,\n",
    "            \"max_drawdown\": drawdown.min()}\n",
    "\n",
    "\n",
    "def security_analytics(prices):\n",
    "    groups = []\n",
    "    for _, group in prices.groupby(\"ticker\", sort=True):\n",
    "        group = group.sort_values(\"date\").copy()\n",
    "        group[\"daily_return\"] = group.adjusted_price.pct_change(fill_method=None)\n",
    "        group[\"cumulative_return\"] = group.adjusted_price / group.adjusted_price.iloc[0] - 1\n",
    "        group[\"moving_average_20\"] = group.adjusted_price.rolling(20).mean()\n",
    "        group[\"rolling_volatility_20\"] = group.daily_return.rolling(20).std() * np.sqrt(252)\n",
    "        group[\"drawdown\"] = group.adjusted_price / group.adjusted_price.cummax() - 1\n",
    "        group[\"max_drawdown_to_date\"] = group.drawdown.cummin()\n",
    "        group[\"average_volume_20\"] = group.volume.rolling(20).mean()\n",
    "        groups.append(group)\n",
    "    return pd.concat(groups, ignore_index=True)\n",
    "\n",
    "\n",
    "def portfolio_analytics(prices, holdings, securities, config):\n",
    "    wide = prices.pivot(index=\"date\", columns=\"ticker\", values=\"adjusted_price\").sort_index()\n",
    "    returns = wide.pct_change(fill_method=None)\n",
    "    warmup = config[\"warmup_days\"]\n",
    "    if len(wide) < warmup + 300:\n",
    "        raise ValueError(\"At least 300 evaluation days plus the warmup period are required\")\n",
    "    assets = sorted(set(wide.columns) - {config[\"benchmark\"]})\n",
    "    targets = {name: group.set_index(\"ticker\").target_weight.reindex(wide.columns, fill_value=0)\n",
    "               for name, group in holdings.groupby(\"portfolio_id\")}\n",
    "    # Freeze inverse-volatility weights using only pre-investment observations.\n",
    "    inv = 1 / returns.iloc[1:warmup + 1][assets].std()\n",
    "    if not np.isfinite(inv).all():\n",
    "        raise ValueError(\"Low-volatility calibration requires nonzero finite volatility\")\n",
    "    targets[\"Low volatility\"] = (inv / inv.sum()).reindex(wide.columns, fill_value=0)\n",
    "    targets[\"Benchmark\"] = pd.Series({config[\"benchmark\"]: 1.0}).reindex(wide.columns, fill_value=0)\n",
    "    rows, position_rows, trades = [], [], []\n",
    "    for name, target in targets.items():\n",
    "        nav, weights = config[\"initial_capital\"], target.copy()\n",
    "        initial_date = wide.index[warmup]\n",
    "        # Initial positions are assumed funded at the calibration close; entry cost excluded for all strategies.\n",
    "        rows.append({\"date\": initial_date, \"portfolio_id\": name, \"nav\": nav,\n",
    "                     \"gross_return\": 0., \"net_return\": 0., \"turnover\": 0., \"cost\": 0.})\n",
    "        for date in wide.index[warmup + 1:]:\n",
    "            r = returns.loc[date]\n",
    "            gross = float(weights @ r)\n",
    "            before_cost = nav * (1 + gross)\n",
    "            drifted = weights * (1 + r) / (1 + gross)\n",
    "            index = wide.index.get_loc(date)\n",
    "            rebalance = date.month != wide.index[index - 1].month and name != \"Benchmark\"\n",
    "            turnover = float((target - drifted).abs().sum()) if rebalance else 0.\n",
    "            cost = before_cost * turnover * config[\"transaction_cost_bps\"] / 10000\n",
    "            new_nav = before_cost - cost\n",
    "            rows.append({\"date\": date, \"portfolio_id\": name, \"nav\": new_nav,\n",
    "                         \"gross_return\": gross, \"net_return\": new_nav / nav - 1,\n",
    "                         \"turnover\": turnover, \"cost\": cost})\n",
    "            if rebalance:\n",
    "                trades.append({\"date\": date, \"portfolio_id\": name, \"turnover\": turnover, \"cost\": cost})\n",
    "            weights = target.copy() if rebalance else drifted\n",
    "            nav = new_nav\n",
    "            for ticker in wide.columns:\n",
    "                if weights[ticker] > 0:\n",
    "                    position_rows.append({\"date\": date, \"portfolio_id\": name, \"ticker\": ticker,\n",
    "                                          \"adjusted_units\": nav * weights[ticker] / wide.loc[date, ticker],\n",
    "                                          \"market_value\": nav * weights[ticker], \"weight\": weights[ticker]})\n",
    "    daily = pd.DataFrame(rows)\n",
    "    daily[\"cumulative_return\"] = daily.nav / config[\"initial_capital\"] - 1\n",
    "    daily[\"drawdown\"] = daily.nav / daily.groupby(\"portfolio_id\").nav.cummax() - 1\n",
    "    positions = pd.DataFrame(position_rows).merge(securities, on=\"ticker\", validate=\"many_to_one\")\n",
    "    sectors = positions.groupby([\"date\", \"portfolio_id\", \"sector\"], as_index=False).agg(\n",
    "        market_value=(\"market_value\", \"sum\"), weight=(\"weight\", \"sum\"))\n",
    "    summary = []\n",
    "    for name, group in daily.groupby(\"portfolio_id\"):\n",
    "        row = metrics(group.net_return.iloc[1:], config[\"risk_free_rate\"])\n",
    "        row.update(portfolio_id=name, total_cost=group.cost.sum(), turnover=group.turnover.sum())\n",
    "        summary.append(row)\n",
    "    summary = pd.DataFrame(summary)\n",
    "    benchmark_return = summary.loc[summary.portfolio_id == \"Benchmark\", \"annualized_return\"].iloc[0]\n",
    "    summary[\"excess_annualized_return\"] = summary.annualized_return - benchmark_return\n",
    "    target_table = pd.concat([v.rename(\"weight\").rename_axis(\"ticker\").reset_index().assign(portfolio_id=k)\n",
    "                              for k, v in targets.items()], ignore_index=True)\n",
    "    return daily, positions, sectors, summary, pd.DataFrame(trades), target_table\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "34e49174",
   "metadata": {},
   "source": [
    "### models.py\n",
    "```python\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from sklearn.linear_model import ElasticNet, Lasso, LinearRegression, Ridge\n",
    "from sklearn.metrics import mean_squared_error, r2_score\n",
    "from sklearn.model_selection import GridSearchCV, TimeSeriesSplit\n",
    "from sklearn.pipeline import Pipeline\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "\n",
    "\n",
    "FEATURES = [\"return_1\", \"return_5\", \"return_20\", \"volatility_20\", \"market_return_20\", \"volume_ratio\"]\n",
    "\n",
    "\n",
    "def feature_frame(group, benchmark, volume, horizon):\n",
    "    r = group.set_index(\"date\").net_return.sort_index()\n",
    "    frame = pd.DataFrame({\"return_1\": r, \"return_5\": (1 + r).rolling(5).apply(np.prod, raw=True) - 1,\n",
    "                          \"return_20\": (1 + r).rolling(20).apply(np.prod, raw=True) - 1,\n",
    "                          \"volatility_20\": r.rolling(20).std() * np.sqrt(252),\n",
    "                          \"market_return_20\": (1 + benchmark).rolling(20).apply(np.prod, raw=True) - 1,\n",
    "                          \"volume_ratio\": volume / volume.rolling(20).mean()})\n",
    "    # The label at t contains returns t+1 through t+h; purge h rows at every split.\n",
    "    frame[\"target\"] = r.rolling(horizon).std().shift(-horizon) * np.sqrt(252)\n",
    "    frame[\"target_end\"] = pd.Series(r.index, index=r.index).shift(-horizon)\n",
    "    return frame.replace([np.inf, -np.inf], np.nan).dropna()\n",
    "\n",
    "\n",
    "def fit_models(daily, prices, config):\n",
    "    benchmark = daily[daily.portfolio_id == \"Benchmark\"].set_index(\"date\").net_return\n",
    "    volume = prices[prices.ticker == config[\"benchmark\"]].set_index(\"date\").volume\n",
    "    horizon = config[\"forecast_days\"]\n",
    "    scores, predictions, coefficients, audits = [], [], [], []\n",
    "    candidates = {\"Linear regression\": (LinearRegression(), {}),\n",
    "                  \"Ridge\": (Ridge(), {\"model__alpha\": [0.1, 1., 10., 100.]}),\n",
    "                  \"Lasso\": (Lasso(max_iter=20000), {\"model__alpha\": [0.00001, 0.0001, 0.001]}),\n",
    "                  \"ElasticNet\": (ElasticNet(max_iter=20000),\n",
    "                                 {\"model__alpha\": [0.0001, 0.001], \"model__l1_ratio\": [0.25, 0.75]})}\n",
    "    for name, group in daily.groupby(\"portfolio_id\"):\n",
    "        if name == \"Benchmark\":\n",
    "            continue\n",
    "        frame = feature_frame(group, benchmark, volume, horizon)\n",
    "        split = int(len(frame) * (1 - config[\"test_fraction\"]))\n",
    "        train, test = frame.iloc[:split - horizon], frame.iloc[split:]\n",
    "        if len(train) < 150 or len(test) < 30:\n",
    "            raise ValueError(\"Insufficient history for purged chronological validation\")\n",
    "        if train.target_end.max() >= test.index.min():\n",
    "            raise ValueError(\"Training labels overlap the test period\")\n",
    "        cv = TimeSeriesSplit(n_splits=4, gap=horizon)\n",
    "        for fold, (tr, va) in enumerate(cv.split(train)):\n",
    "            if train.iloc[tr].target_end.max() >= train.iloc[va].index.min():\n",
    "                raise ValueError(\"Cross-validation label leakage\")\n",
    "            audits.append({\"portfolio_id\": name, \"fold\": fold, \"train_start\": train.iloc[tr].index.min(),\n",
    "                           \"last_train_label\": train.iloc[tr].target_end.max(),\n",
    "                           \"validation_start\": train.iloc[va].index.min(), \"validation_end\": train.iloc[va].index.max()})\n",
    "        models = {}\n",
    "        for model_name, (model, grid) in candidates.items():\n",
    "            search = GridSearchCV(Pipeline([(\"scale\", StandardScaler()), (\"model\", model)]), grid,\n",
    "                                  cv=cv, scoring=\"neg_mean_squared_error\", n_jobs=1)\n",
    "            search.fit(train[FEATURES], train.target)\n",
    "            models[model_name] = (np.maximum(search.predict(test[FEATURES]), 0), -search.best_score_, str(search.best_params_))\n",
    "            for feature, value in zip(FEATURES, search.best_estimator_.named_steps[\"model\"].coef_):\n",
    "                coefficients.append({\"portfolio_id\": name, \"model\": model_name,\n",
    "                                     \"feature\": feature, \"coefficient\": value})\n",
    "        selected = min(models, key=lambda key: models[key][1])\n",
    "        models[\"Persistence baseline\"] = (test.volatility_20.to_numpy(), np.nan, \"Trailing 20-day volatility\")\n",
    "        for model_name, (prediction, cv_mse, params) in models.items():\n",
    "            scores.append({\"portfolio_id\": name, \"model\": model_name,\n",
    "                           \"rmse\": np.sqrt(mean_squared_error(test.target, prediction)),\n",
    "                           \"r2\": r2_score(test.target, prediction), \"cv_mse\": cv_mse,\n",
    "                           \"selected_by_cv\": model_name == selected, \"parameters\": params,\n",
    "                           \"train_end\": train.index[-1], \"last_train_label\": train.target_end.max(),\n",
    "                           \"test_start\": test.index[0], \"test_end\": test.index[-1], \"test_rows\": len(test)})\n",
    "            predictions.extend({\"date\": date, \"portfolio_id\": name, \"model\": model_name,\n",
    "                                \"actual\": actual, \"prediction\": value}\n",
    "                               for date, actual, value in zip(test.index, test.target, prediction))\n",
    "    return pd.DataFrame(scores), pd.DataFrame(predictions), pd.DataFrame(coefficients), pd.DataFrame(audits)\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "85eee480",
   "metadata": {},
   "source": [
    "### load.py\n",
    "```python\n",
    "import os\n",
    "import sqlite3\n",
    "\n",
    "\n",
    "def load_mart(output, tables, queries):\n",
    "    path = output / \"investment_analytics.db\"\n",
    "    temporary = output / \"investment_analytics.tmp.db\"\n",
    "    try:\n",
    "        with sqlite3.connect(temporary) as conn:\n",
    "            if path.exists():\n",
    "                with sqlite3.connect(path) as old:\n",
    "                    old.backup(conn)\n",
    "            for view in (\"latest_sector_exposure\", \"monthly_portfolio_returns\", \"volatility_ranking\", \"rolling_portfolio_returns\"):\n",
    "                conn.execute(f'DROP VIEW IF EXISTS \"{view}\"')\n",
    "            for name, frame in tables.items():\n",
    "                frame.to_sql(name, conn, if_exists=\"append\" if name == \"pipeline_runs\" else \"replace\", index=False)\n",
    "            conn.executescript(queries)\n",
    "            conn.execute(\"CREATE UNIQUE INDEX IF NOT EXISTS security_date ON security_daily_analytics(ticker, date)\")\n",
    "            conn.execute(\"CREATE UNIQUE INDEX IF NOT EXISTS portfolio_date ON portfolio_daily_summary(portfolio_id, date)\")\n",
    "            if conn.execute(\"PRAGMA integrity_check\").fetchone()[0] != \"ok\":\n",
    "                raise ValueError(\"SQLite integrity check failed\")\n",
    "        os.replace(temporary, path)\n",
    "    finally:\n",
    "        temporary.unlink(missing_ok=True)\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73ecc863",
   "metadata": {},
   "source": [
    "### pipeline.py\n",
    "```python\n",
    "import argparse\n",
    "import hashlib\n",
    "import json\n",
    "import logging\n",
    "import time\n",
    "import uuid\n",
    "from importlib.metadata import version\n",
    "from datetime import datetime, timezone\n",
    "from pathlib import Path\n",
    "\n",
    "import pandas as pd\n",
    "\n",
    "from .analytics import portfolio_analytics, security_analytics\n",
    "from .extract import extract\n",
    "from .load import load_mart\n",
    "from .models import fit_models\n",
    "from .report import render_report\n",
    "from .validation import clean_inputs, validate_outputs\n",
    "\n",
    "\n",
    "def run(root, source=\"cached\", config_path=None):\n",
    "    started = time.perf_counter()\n",
    "    output = root / \"output\"\n",
    "    output.mkdir(exist_ok=True)\n",
    "    config = json.loads((config_path or root / \"config.json\").read_text())\n",
    "    if not (0 < config[\"test_fraction\"] < 0.5 and config[\"forecast_days\"] >= 2\n",
    "            and config[\"initial_capital\"] > 0 and config[\"transaction_cost_bps\"] >= 0\n",
    "            and config[\"risk_free_rate\"] > -1 and config[\"warmup_days\"] >= 20):\n",
    "        raise ValueError(\"Invalid research configuration\")\n",
    "    run_id = str(uuid.uuid4())\n",
    "    logging.info(\"[1/8] Extracting prices, holdings and security metadata\")\n",
    "    prices, holdings, securities, provenance = extract(root, config, source)\n",
    "    prices = prices[(pd.to_datetime(prices.date) >= config[\"start\"]) & (pd.to_datetime(prices.date) < config[\"end\"])]\n",
    "    logging.info(\"[2/8] Cleaning and validating inputs\")\n",
    "    prices, quality = clean_inputs(prices, holdings, securities)\n",
    "    logging.info(\"[3/8] Calculating security analytics\")\n",
    "    security = security_analytics(prices)\n",
    "    logging.info(\"[4/8] Simulating portfolios and transaction costs\")\n",
    "    daily, positions, sectors, summary, trades, targets = portfolio_analytics(prices, holdings, securities, config)\n",
    "    logging.info(\"[5/8] Validating NAV and allocation reconciliation\")\n",
    "    validate_outputs(daily, positions)\n",
    "    logging.info(\"[6/8] Training models with purged time-series validation\")\n",
    "    scores, predictions, coefficients, audits = fit_models(daily, prices, config)\n",
    "    tables = {\"securities\": securities, \"holdings\": holdings, \"security_daily_analytics\": security,\n",
    "              \"portfolio_positions\": positions, \"portfolio_daily_summary\": daily,\n",
    "              \"sector_exposures\": sectors, \"portfolio_summary\": summary, \"rebalancing_history\": trades,\n",
    "              \"target_weights\": targets, \"model_scores\": scores, \"model_predictions\": predictions,\n",
    "              \"model_coefficients\": coefficients, \"validation_splits\": audits}\n",
    "    logging.info(\"[7/8] Generating offline report and CSV exports\")\n",
    "    charts = render_report(output, tables, provenance, config, quality)\n",
    "    for name, frame in tables.items():\n",
    "        frame.to_csv(output / f\"{name}.csv\", index=False)\n",
    "    manifest = {\"run_id\": run_id, \"timestamp\": datetime.now(timezone.utc).isoformat(),\n",
    "                \"source\": provenance, \"config\": config, \"validation\": quality,\n",
    "                \"package_versions\": {package: version(package) for package in (\"pandas\", \"numpy\", \"scipy\", \"scikit-learn\", \"plotly\", \"yfinance\")},\n",
    "                \"source_hashes\": {path.name: hashlib.sha256(path.read_bytes()).hexdigest() for path in (root / \"src\").glob(\"*.py\")},\n",
    "                \"input_hashes\": {name: hashlib.sha256((root / \"data\" / name).read_bytes()).hexdigest()\n",
    "                                 for name in (\"holdings.csv\", \"securities.csv\")}}\n",
    "    (output / \"run_manifest.json\").write_text(json.dumps(manifest, indent=2))\n",
    "    tables[\"pipeline_runs\"] = pd.DataFrame([{\"run_id\": run_id, \"timestamp\": manifest[\"timestamp\"],\n",
    "                                            \"status\": \"success\", \"price_rows\": len(prices),\n",
    "                                            \"source\": provenance[\"source\"], \"manifest\": json.dumps(manifest)}])\n",
    "    logging.info(\"[8/8] Loading SQL data mart\")\n",
    "    load_mart(output, tables, (root / \"sql/analysis_queries.sql\").read_text())\n",
    "    logging.info(\"Pipeline complete: %s prices; %.1f seconds; report: %s\", len(prices), time.perf_counter() - started, output / \"report.html\")\n",
    "    return tables, charts\n",
    "\n",
    "\n",
    "def main():\n",
    "    parser = argparse.ArgumentParser(description=\"Investment analytics ETL and volatility forecasting\")\n",
    "    parser.add_argument(\"--source\", choices=[\"cached\", \"download\", \"synthetic\"], default=\"cached\")\n",
    "    parser.add_argument(\"--config\", type=Path)\n",
    "    args = parser.parse_args()\n",
    "    root = Path(__file__).resolve().parents[1]\n",
    "    (root / \"output\").mkdir(exist_ok=True)\n",
    "    logging.basicConfig(level=logging.INFO, format=\"%(asctime)s %(message)s\",\n",
    "                        handlers=[logging.StreamHandler(), logging.FileHandler(root / \"output/pipeline.log\")])\n",
    "    try:\n",
    "        run(root, args.source, args.config)\n",
    "    except Exception:\n",
    "        logging.exception(\"Pipeline failed\")\n",
    "        raise\n",
    "\n",
    "\n",
    "if __name__ == \"__main__\":\n",
    "    main()\n",
    "\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1c5005c1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-09T05:55:22.755517Z",
     "iopub.status.busy": "2026-09-09T05:55:22.755292Z",
     "iopub.status.idle": "2026-09-09T05:55:22.757400Z",
     "shell.execute_reply": "2026-09-09T05:55:22.757147Z"
    }
   },
   "outputs": [],
   "source": [
    "conn.close()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.10.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
