{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "745330c4",
   "metadata": {},
   "source": [
    "# Optimal Transport in linear ICA\n",
    "\n",
    "#### In this notebook we test the performance of a OT Fixed Point ICA versus Fast ICA over dimensions, the latter also uses Fixed point alg as it's contrast function is infinitely differentiable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "83186914",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import torch\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "from sklearn.decomposition import FastICA\n",
    "from tqdm.notebook import tqdm\n",
    "\n",
    "# Import your package\n",
    "from wasserstein_ica import WassersteinICA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "83baaabc",
   "metadata": {},
   "outputs": [],
   "source": [
    "# ==========================================\n",
    "# 1. Helpers & Data Generation\n",
    "# ==========================================\n",
    "\n",
    "def amari_error(W_est, A_true):\n",
    "    if W_est is None or np.any(np.isnan(W_est)):\n",
    "        return np.nan\n",
    "        \n",
    "    P = np.abs(W_est @ A_true)\n",
    "    n = P.shape[0]\n",
    "    \n",
    "    row_sum = np.sum(P, axis=1)\n",
    "    row_max = np.max(P, axis=1)\n",
    "    term1 = np.sum((row_sum / row_max) - 1)\n",
    "    \n",
    "    col_sum = np.sum(P, axis=0)\n",
    "    col_max = np.max(P, axis=0)\n",
    "    term2 = np.sum((col_sum / col_max) - 1)\n",
    "    \n",
    "    return (term1 + term2) / (2 * n)\n",
    "\n",
    "def generate_dataset(n_dim, n_samples, seed=None):\n",
    "    if seed is not None:\n",
    "        np.random.seed(seed)\n",
    "        torch.manual_seed(seed)\n",
    "        \n",
    "    # Standard Laplace (Super-Gaussian)\n",
    "    sources = [np.random.laplace(0, 1, n_samples) for _ in range(n_dim)]\n",
    "    S = np.stack(sources)\n",
    "    \n",
    "    # Well-conditioned mixing matrix\n",
    "    cond_num = 1000\n",
    "    while cond_num > 100:\n",
    "        A = np.random.randn(n_dim, n_dim)\n",
    "        cond_num = np.linalg.cond(A)\n",
    "        \n",
    "    X = A @ S\n",
    "    return torch.tensor(X, dtype=torch.float32), A"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d5b84c2f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "--- FastICA vs. OT Fixed-Point Showdown ---\n",
      "Dimensions: [5, 10, 15, 20, 25, 30, 35, 40, 45, 50]\n",
      "Samples: 5000\n",
      "Trials per dim: 5\n"
     ]
    }
   ],
   "source": [
    "# ==========================================\n",
    "# 2. Experiment Setup\n",
    "# ==========================================\n",
    "\n",
    "# Test a range of dimensions up to 30\n",
    "DIMENSIONS = [n for n in range(5, 51, 5)]  # Varying D\n",
    "N_SAMPLES = 5000\n",
    "N_TRIALS = 5  # Run multiple trials for error bars\n",
    "\n",
    "print(f\"--- FastICA vs. OT Fixed-Point Showdown ---\")\n",
    "print(f\"Dimensions: {DIMENSIONS}\")\n",
    "print(f\"Samples: {N_SAMPLES}\")\n",
    "print(f\"Trials per dim: {N_TRIALS}\")\n",
    "\n",
    "results = []"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "35963e2f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "dac3bea691dd448e9b1c83fff723a527",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Dimensions:   0%|          | 0/10 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ==========================================\n",
    "# 3. Main Loop\n",
    "# ==========================================\n",
    "\n",
    "for dim in tqdm(DIMENSIONS, desc=\"Dimensions\"):\n",
    "    for trial in range(N_TRIALS):\n",
    "        # 1. Generate Data\n",
    "        X_torch, A_true = generate_dataset(n_dim=dim, n_samples=N_SAMPLES, seed=trial)\n",
    "        X_np = X_torch.numpy()\n",
    "        \n",
    "        # 2. FastICA (Baseline)\n",
    "        try:\n",
    "            fast_ica = FastICA(n_components=dim, max_iter=2000, tol=1e-4, random_state=trial)\n",
    "            fast_ica.fit(X_np.T)\n",
    "            W_fast_total = fast_ica.components_\n",
    "            score_fast = amari_error(W_fast_total, A_true)\n",
    "        except Exception as e:\n",
    "            score_fast = np.nan\n",
    "            W_fast_total = None\n",
    "            \n",
    "        results.append({'Dimension': dim, 'Method': 'FastICA', 'Amari Error': score_fast})\n",
    "        \n",
    "        # 3. Initialize WassersteinICA\n",
    "        ica = WassersteinICA(X_torch)\n",
    "        ica.whiten()\n",
    "        W_white_np = ica.W_white.cpu().numpy()\n",
    "        \n",
    "        # 4. Wasserstein Fixed-Point (Cold Start - Random)\n",
    "        try:\n",
    "            # We don't pass init_w, so it starts random\n",
    "            W_sphere_cold = ica.optimize_fixed_point(n_components=dim, max_iter=100, tol=1e-5)\n",
    "            W_wass_cold_total = W_sphere_cold.cpu().numpy() @ W_white_np\n",
    "            score_cold = amari_error(W_wass_cold_total, A_true)\n",
    "        except Exception as e:\n",
    "            score_cold = np.nan\n",
    "            \n",
    "        results.append({'Dimension': dim, 'Method': 'W-ICA (Cold Start)', 'Amari Error': score_cold})\n",
    "        \n",
    "        # 5. Standalone WassersteinICA (Phase 1 + OT Gradient Polish)\n",
    "        try:\n",
    "            # PHASE 1: Robust Deflation (Find the mountains)\n",
    "            extracted_ws = []\n",
    "            for _ in range(dim):\n",
    "                prev = torch.stack(extracted_ws) if extracted_ws else None\n",
    "                # Using 50 restarts to guarantee we avoid local minima\n",
    "                w, _ = ica.optimize_wasserstein2(prev_components=prev, max_iter=200, n_restarts= 50)\n",
    "                extracted_ws.append(w)\n",
    "            W_deflation_init = torch.stack(extracted_ws)\n",
    "            \n",
    "            # PHASE 2: OT Gradient Polish (Climb to the peaks symmetrically)\n",
    "            # We feed the Phase 1 output into the new OT gradient step\n",
    "            W_sphere_wass = ica.optimize_fixed_point(n_components=dim, max_iter=100, tol=1e-5, init_w=W_deflation_init, step_size=0.5)\n",
    "            \n",
    "            W_wass_total = W_sphere_wass.cpu().numpy() @ W_white_np\n",
    "            score_wass = amari_error(W_wass_total, A_true)\n",
    "        except Exception as e:\n",
    "            print(f\"Failed at dim {dim}: {e}\")\n",
    "            score_wass = np.nan\n",
    "            \n",
    "        results.append({'Dimension': dim, 'Method': 'Standalone W-ICA', 'Amari Error': score_wass})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ec9cd684",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1000x600 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>Method</th>\n",
       "      <th>FastICA</th>\n",
       "      <th>Standalone W-ICA</th>\n",
       "      <th>W-ICA (Cold Start)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dimension</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0.0482</td>\n",
       "      <td>0.0447</td>\n",
       "      <td>0.1003</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>0.1183</td>\n",
       "      <td>0.1098</td>\n",
       "      <td>0.1428</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>0.1771</td>\n",
       "      <td>0.1666</td>\n",
       "      <td>1.3867</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>0.2324</td>\n",
       "      <td>0.2208</td>\n",
       "      <td>3.1077</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>0.2971</td>\n",
       "      <td>0.3181</td>\n",
       "      <td>5.0471</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>0.3653</td>\n",
       "      <td>0.5264</td>\n",
       "      <td>6.7954</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>0.4287</td>\n",
       "      <td>1.3293</td>\n",
       "      <td>7.9887</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>0.4952</td>\n",
       "      <td>2.6556</td>\n",
       "      <td>9.9702</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>0.5612</td>\n",
       "      <td>4.7199</td>\n",
       "      <td>11.8817</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>0.6310</td>\n",
       "      <td>6.6228</td>\n",
       "      <td>12.9816</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Method     FastICA  Standalone W-ICA  W-ICA (Cold Start)\n",
       "Dimension                                               \n",
       "5           0.0482            0.0447              0.1003\n",
       "10          0.1183            0.1098              0.1428\n",
       "15          0.1771            0.1666              1.3867\n",
       "20          0.2324            0.2208              3.1077\n",
       "25          0.2971            0.3181              5.0471\n",
       "30          0.3653            0.5264              6.7954\n",
       "35          0.4287            1.3293              7.9887\n",
       "40          0.4952            2.6556              9.9702\n",
       "45          0.5612            4.7199             11.8817\n",
       "50          0.6310            6.6228             12.9816"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame(results)\n",
    "\n",
    "plt.figure(figsize=(10, 6))\n",
    "# seaborn's lineplot automatically plots the mean and a confidence interval for the trials\n",
    "sns.lineplot(data=df, x='Dimension', y='Amari Error', hue='Method', marker='o', linewidth=2.5)\n",
    "\n",
    "plt.title(\"Amari Error vs. Dimension\\n(FastICA vs. Wasserstein Fixed-Point)\", fontsize=14)\n",
    "plt.ylabel(\"Amari Error (Lower is Better)\", fontsize=12)\n",
    "plt.xlabel(\"Number of Dimensions\", fontsize=12)\n",
    "plt.grid(True, linestyle='--', alpha=0.7)\n",
    "#plt.yscale('log') # Log scale is often better for Amari Error to see small polish improvements\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "# Display mean scores table\n",
    "display(df.groupby(['Dimension', 'Method'])['Amari Error'].mean().unstack().round(4))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "06a8f205",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "ot_ica",
   "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": "3.12.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
