{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "da9ae7106a85108b",
   "metadata": {},
   "source": [
    "# Linear quantum photonic circuits as Gaussian kernel samplers"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e7aae71f8aa96f6",
   "metadata": {},
   "source": [
    "The goal of this notebook is to reproduce the quantum photonic circuit as a Gaussian kernel sampler from [Fock State-enhanced Expressivity of Quantum Machine Learning Models](https://arxiv.org/abs/2107.05224) and analyse its expressive power based on the number of photon used. That corresponds to the second algorithm showcased by this paper. Then, we will use our trained circuit for a classification task by feeding the approximated similarity matrix to a Support Vector Machine (SVM).\n",
    "\n",
    "To train our circuit, we will use [MerLin](https://merlinquantum.ai/index.html) which applies the gradient descent algorithm and allows the usage of quantum components mixed with PyTorch structures to build and optimize a hybrid model."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4f1c9daea1de0c7",
   "metadata": {},
   "source": [
    "## 0. Imports and prep"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5825cd7ac811e8a7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:58.955807700Z",
     "start_time": "2025-11-10T08:48:53.501388Z"
    }
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import perceval as pcvl\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "from matplotlib.patches import Patch\n",
    "from sklearn.datasets import make_blobs, make_circles, make_moons\n",
    "from sklearn.metrics import accuracy_score, mean_squared_error\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.svm import SVC\n",
    "from tqdm import tqdm\n",
    "\n",
    "from merlin import QuantumLayer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4bb8177376bcf83c",
   "metadata": {},
   "source": [
    "## 1. Define input data : delta (squared Euclidean distance between x and zero)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "38ce1080d47eeb59",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:58.958443500Z",
     "start_time": "2025-11-10T08:48:58.951753500Z"
    }
   },
   "outputs": [],
   "source": [
    "# We want x form -pi to pi\n",
    "x = np.linspace(-np.pi, np.pi, num=int(2 * np.pi / 0.05) + 1)\n",
    "# We will use x_on_pi for visualization\n",
    "x_on_pi = x / np.pi\n",
    "# delta will be the input to our quantum model\n",
    "delta = (x - 0) ** 2\n",
    "\n",
    "\n",
    "def target_function(delta, sigma=1.0):\n",
    "    return np.exp(-delta / (2 * sigma * sigma))\n",
    "\n",
    "\n",
    "gauss_025 = target_function(delta, sigma=0.25)\n",
    "gauss_033 = target_function(delta, sigma=0.33)\n",
    "gauss_050 = target_function(delta, sigma=0.50)\n",
    "gauss_100 = target_function(delta, sigma=1.00)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18988dce771b978a",
   "metadata": {},
   "source": [
    "Let's visualize our different Gaussians that our model will fit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fc72d6a4219737e3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.303277200Z",
     "start_time": "2025-11-10T08:48:58.958443500Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 800x800 with 4 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 0 Axes>"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot using matplotlib\n",
    "fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "plt.subplots_adjust(hspace=0.4, wspace=0.4)\n",
    "i = 0\n",
    "j = 0\n",
    "ys = [gauss_025, gauss_033, gauss_050, gauss_100]\n",
    "ys = list(reversed(ys))\n",
    "sigmas = [0.25, 0.33, 0.50, 1.00]\n",
    "sigmas = list(reversed(sigmas))\n",
    "\n",
    "for y, sigma in zip(ys, sigmas, strict=False):\n",
    "    axis = axs[i // 2][j % 2]\n",
    "    axis.scatter(x_on_pi, y, label=f\"std={sigma}\", s=10, color=\"k\")\n",
    "    axis.set_xlabel(\"x / pi\")\n",
    "    axis.set_ylabel(\"y\")\n",
    "    axis.grid(True)\n",
    "    axis.legend(loc=\"upper right\")\n",
    "    i += 1\n",
    "    j += 1\n",
    "\n",
    "fig.suptitle(\"Gaussian function for different standard deviations\", fontsize=14)\n",
    "plt.show()\n",
    "plt.clf()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2f569cdc5170cb9",
   "metadata": {},
   "source": [
    "## 2. Model definition"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f55e33dd4f7a1b3",
   "metadata": {},
   "source": [
    "First, we have to build the quantum circuit that we will use in the model with the help of [Perceval](https://perceval.quandela.net). In the reference paper, the circuit used is a simple Mach-Zehnder interferometer (MZI) which is a popular circuit in QML. However, let's define a general circuit with more trainable parameters that yields better results in our case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7c2bc60eeff85cff",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.317567100Z",
     "start_time": "2025-11-10T08:48:59.303277200Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<drawsvg.drawing.Drawing at 0x201b96c2910>",
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text-anchor=\"middle\"></text>\n<text x=\"75\" y=\"26\" font-size=\"7\" text-anchor=\"middle\">Θ=theta_li0_bs</text>\n<path d=\"M50,43 L100,43 L100,47 L50,47 Z\" stroke=\"black\" fill=\"lightgray\" stroke-linejoin=\"miter\" />\n<path d=\"M93,50 L103,50 L103,60 L93,60 Z\" stroke=\"black\" fill=\"thistle\" stroke-linejoin=\"miter\" />\n<text x=\"98\" y=\"57\" font-size=\"6\" text-anchor=\"middle\">Rx</text>\n<path d=\"M125,25 L175,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M130,40 L139,40 L153,10 L144,10 L130,40 L139,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n<text x=\"147\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=theta_li_ps0</text>\n<path d=\"M125,75.0 L175,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M175,25 L203,25 L222,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M228,44 L247,25 L275,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M175,75 L203,75 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text-anchor=\"start\">Φ=theta_lo_ps0</text>\n<path d=\"M275,75.0 L325,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M325,25 L375,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M330,40 L339,40 L353,10 L344,10 L330,40 L339,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n<text x=\"347\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=px</text>\n<path d=\"M325,75.0 L375,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M375,25 L403,25 L422,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M428,44 L447,25 L475,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M375,75 L403,75 L422,56\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M428,56 L447,75 L475,75\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n<path d=\"M400,43 L450,43 L450,57 L400,57 Z\" stroke=\"black\" fill=\"black\" stroke-linejoin=\"miter\" />\n<text x=\"425\" 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     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def create_circuit_general():\n",
    "    \"\"\"Create variational quantum classifier with specified number of modes using general meshes\"\"\"\n",
    "\n",
    "    wl = pcvl.GenericInterferometer(\n",
    "        2,\n",
    "        lambda i: pcvl.BS(pcvl.P(f\"theta_li{i}_bs\"))\n",
    "        // pcvl.PS(pcvl.P(f\"theta_li_ps{i}\"))\n",
    "        // pcvl.BS(pcvl.P(f\"theta_lo{i}_bs\"))\n",
    "        // pcvl.PS(pcvl.P(f\"theta_lo_ps{i}\")),\n",
    "        shape=pcvl.InterferometerShape.RECTANGLE,\n",
    "    )\n",
    "\n",
    "    c_var = pcvl.Circuit(2)\n",
    "    px = pcvl.P(\"px\")\n",
    "    c_var.add(0, pcvl.PS(px))\n",
    "\n",
    "    wr = pcvl.GenericInterferometer(\n",
    "        2,\n",
    "        lambda i: pcvl.BS(pcvl.P(f\"theta_ri{i}_bs\"))\n",
    "        // pcvl.PS(pcvl.P(f\"theta_ri{i}_ps\"))\n",
    "        // pcvl.BS(pcvl.P(f\"theta_ro{i}_bs\"))\n",
    "        // pcvl.PS(pcvl.P(f\"theta_ro{i}_ps\")),\n",
    "        shape=pcvl.InterferometerShape.RECTANGLE,\n",
    "    )\n",
    "\n",
    "    c = pcvl.Circuit(2)\n",
    "    c.add(0, wl, merge=True)\n",
    "    c.add(0, c_var, merge=True)\n",
    "    c.add(0, wr, merge=True)\n",
    "\n",
    "    return c\n",
    "\n",
    "\n",
    "def count_parameters(model):\n",
    "    \"\"\"Count trainable parameters in a PyTorch model\"\"\"\n",
    "    return sum(p.numel() for p in model.parameters() if p.requires_grad)\n",
    "\n",
    "\n",
    "# Visualize general circuit\n",
    "example_circuit = create_circuit_general()\n",
    "pcvl.pdisplay(example_circuit)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "912d16a8587e0ee9",
   "metadata": {},
   "source": [
    "Second, we also need to define a scaling layer that simply multiplies the input by a constant before encoding it in the circuit. That will be the first layer of our model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7d45b0e079d58a63",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.377243100Z",
     "start_time": "2025-11-10T08:48:59.317567100Z"
    }
   },
   "outputs": [],
   "source": [
    "class ScaleLayer(nn.Module):\n",
    "    \"\"\"\n",
    "    Multiply the input tensor by a learned or fixed factor.\n",
    "\n",
    "    Args:\n",
    "        dim (int): Dimension of the input data to be encoded.\n",
    "        scale_type (str): Type of scaling method.\n",
    "\n",
    "    Returns: nn.Module that multiplies the input tensor by a learned or fixed factor.\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self, dim, scale_type=\"learned\"):\n",
    "        super().__init__()\n",
    "        # Create a single learnable parameter (initialized to 0.1 by default)\n",
    "        if scale_type == \"learned\":\n",
    "            self.scale = nn.Parameter(torch.full((dim,), 0.1))\n",
    "        elif scale_type == \"2pi\":\n",
    "            self.scale = torch.full((dim,), 2 * torch.pi)\n",
    "        elif scale_type == \"pi\":\n",
    "            self.scale = torch.full((dim,), torch.pi)\n",
    "        elif scale_type == \"/pi\":\n",
    "            self.scale = torch.full((dim,), 1 / torch.pi)\n",
    "        elif scale_type == \"1\":\n",
    "            self.scale = torch.full((dim,), 1)\n",
    "        elif scale_type == \"0.1\":\n",
    "            self.scale = torch.full((dim,), 0.1)\n",
    "        elif scale_type == \"/2pi\":\n",
    "            self.scale = torch.full((dim,), 1 / (2 * torch.pi))\n",
    "\n",
    "    def forward(self, x):\n",
    "        # Element-wise multiplication of each input element by the learned scale\n",
    "        return x * self.scale"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d5aabe8e7a0d566",
   "metadata": {},
   "source": [
    "Then, we use MerLin to define the quantum layer that we will use to build our hybrid model. MerLin allows the optimization of the quantum components to run smoothly using the efficient PyTorch framework.\n",
    "\n",
    "In our specific case, we will determine the input state of the circuit depending on the number of photons."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "354069a0ae552ae0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.380714Z",
     "start_time": "2025-11-10T08:48:59.329824100Z"
    }
   },
   "outputs": [],
   "source": [
    "def create_quantum_layer(num_photons):\n",
    "    \"\"\"Create a quantum layer consisting of a VQC for a specific initial state\"\"\"\n",
    "    if num_photons % 2 == 0:\n",
    "        input_state = [num_photons // 2, num_photons // 2]\n",
    "    else:\n",
    "        input_state = [(num_photons // 2) + 1, num_photons // 2]\n",
    "\n",
    "    trainable_params = [\"theta\"]\n",
    "    circuit = create_circuit_general()\n",
    "\n",
    "    scale_layer = ScaleLayer(1, \"learned\")\n",
    "\n",
    "    vqc = QuantumLayer(\n",
    "        input_size=1,\n",
    "        circuit=circuit,\n",
    "        trainable_parameters=trainable_params,\n",
    "        input_parameters=[\"px\"],\n",
    "        input_state=input_state,\n",
    "        no_bunching=False,\n",
    "    )\n",
    "\n",
    "    model = nn.Sequential(scale_layer, vqc, nn.Linear(vqc.output_size, 1))\n",
    "\n",
    "    return model"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f503b59be7ca1259",
   "metadata": {},
   "source": [
    "## 3. Training function"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f479c5c224345c2c",
   "metadata": {},
   "source": [
    "Thanks to MerLin, the optimization of the model has the same programing structure as PyTorch with classical methods."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "470dd19f92c1724e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.397134700Z",
     "start_time": "2025-11-10T08:48:59.345217500Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_model(model, x_train, y_train, model_name):\n",
    "    \"\"\"Train a model and return training metrics\"\"\"\n",
    "    optimizer = torch.optim.Adam(\n",
    "        model.parameters(), lr=0.02, betas=(0.7, 0.9), weight_decay=0\n",
    "    )\n",
    "    criterion = nn.MSELoss()\n",
    "\n",
    "    losses = []\n",
    "    train_mses = []\n",
    "\n",
    "    model.train()\n",
    "\n",
    "    pbar = tqdm(range(200), desc=f\"Training {model_name}\")\n",
    "    for _epoch in pbar:\n",
    "        permutation = torch.randperm(x_train.size()[0])\n",
    "        total_loss = 0\n",
    "\n",
    "        for i in range(0, x_train.size()[0], 32):\n",
    "            indices = permutation[i : i + 32]\n",
    "            batch_x, batch_y = x_train[indices], y_train[indices]\n",
    "\n",
    "            outputs = model(batch_x)\n",
    "            loss = criterion(outputs.squeeze(), batch_y.squeeze())\n",
    "\n",
    "            optimizer.zero_grad()\n",
    "            loss.backward()\n",
    "            optimizer.step()\n",
    "\n",
    "            total_loss += loss.item()\n",
    "\n",
    "        avg_loss = total_loss / (x_train.size()[0] // 32)\n",
    "        losses.append(avg_loss)\n",
    "\n",
    "        # Evaluation\n",
    "        model.eval()\n",
    "        with torch.no_grad():\n",
    "            train_outputs = model(x_train)\n",
    "            train_mse = mean_squared_error(y_train.numpy(), train_outputs)\n",
    "            train_mses.append(train_mse)\n",
    "\n",
    "            pbar.set_description(\n",
    "                f\"Training {model_name} - Loss: {avg_loss:.4f}, Train MSE: {train_mse:.4f}\"\n",
    "            )\n",
    "\n",
    "        model.train()\n",
    "\n",
    "    return {\n",
    "        \"losses\": losses,\n",
    "        \"train_mses\": train_mses,\n",
    "    }"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b6f806890ea4e52e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.397134700Z",
     "start_time": "2025-11-10T08:48:59.355869300Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_models_multiple_runs(num_photons, colors, x_train, ys_info):\n",
    "    \"\"\"Train all models multiple times and return results\"\"\"\n",
    "    all_results = {}\n",
    "    ys = ys_info[\"ys\"]\n",
    "    names = ys_info[\"names\"]\n",
    "\n",
    "    assert names[0] == \"std = 1.00\"\n",
    "\n",
    "    for y, name in zip(ys, names, strict=False):\n",
    "        results = {}\n",
    "        models = []\n",
    "        for n, color in zip(num_photons, colors, strict=False):\n",
    "            print(\n",
    "                f\"\\nTraining MZI with {n} photons ({3} runs) for Gaussian with {name}:\"\n",
    "            )\n",
    "            best_model = None\n",
    "            best_final_train_mse = np.inf\n",
    "            model_runs = []\n",
    "\n",
    "            for run in range(3):\n",
    "                # Create a fresh instance of the model for each run\n",
    "                qmodel = create_quantum_layer(n)\n",
    "\n",
    "                print(f\"  Run {run + 1}/{3}...\")\n",
    "                run_results = train_model(\n",
    "                    qmodel,\n",
    "                    torch.tensor(x_train, dtype=torch.float).unsqueeze(-1),\n",
    "                    torch.tensor(y, dtype=torch.float),\n",
    "                    f\"MZI_{n}-run{run + 1}\",\n",
    "                )\n",
    "\n",
    "                model_runs.append(run_results)\n",
    "                if run_results[\"train_mses\"][-1] < best_final_train_mse:\n",
    "                    best_final_train_mse = run_results[\"train_mses\"][-1]\n",
    "                    best_model = qmodel\n",
    "\n",
    "            models.append(best_model)\n",
    "            # Store all runs for this model\n",
    "            results[f\"MZI_{n}\"] = {\n",
    "                \"runs\": model_runs,\n",
    "                \"color\": color,\n",
    "            }\n",
    "        all_results[f\"{name}\"] = {\n",
    "            \"results\": results,\n",
    "            \"models\": models,\n",
    "        }\n",
    "\n",
    "    return all_results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "61ff7937f75490ea",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:02.506582200Z",
     "start_time": "2025-11-10T08:48:59.380714Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 2 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run1 - Loss: 0.0073, Train MSE: 0.0050: 100%|██████████| 200/200 [00:04<00:00, 49.66it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run2 - Loss: 0.0019, Train MSE: 0.0014: 100%|██████████| 200/200 [00:03<00:00, 53.83it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run3 - Loss: 0.0018, Train MSE: 0.0017: 100%|██████████| 200/200 [00:03<00:00, 56.75it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 4 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run1 - Loss: 0.0019, Train MSE: 0.0011: 100%|██████████| 200/200 [00:04<00:00, 48.42it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run2 - Loss: 0.0022, Train MSE: 0.0010: 100%|██████████| 200/200 [00:03<00:00, 52.75it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run3 - Loss: 0.0019, Train MSE: 0.0014: 100%|██████████| 200/200 [00:04<00:00, 48.34it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 6 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_6-run1 - Loss: 0.0048, Train MSE: 0.0013: 100%|██████████| 200/200 [00:04<00:00, 42.32it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_6-run2 - Loss: 0.0039, Train MSE: 0.0009: 100%|██████████| 200/200 [00:04<00:00, 47.94it/s]\n"
     ]
    },
    {
     "name": "stdout",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_10-run3 - Loss: 0.0293, Train MSE: 0.0217: 100%|██████████| 200/200 [00:06<00:00, 30.59it/s]\n"
     ]
    }
   ],
   "source": [
    "# Training set-up\n",
    "num_photons = [2, 4, 6, 8, 10]\n",
    "colors = [\"blue\", \"orange\", \"green\", \"red\", \"purple\"]\n",
    "std_names = [\"std = 1.00\", \"std = 0.50\", \"std = 0.33\", \"std = 0.25\"]\n",
    "ys_info = {\"ys\": ys, \"names\": std_names}\n",
    "\n",
    "# Train all models\n",
    "all_results = train_models_multiple_runs(num_photons, colors, delta, ys_info)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3fcd24f054432e6e",
   "metadata": {},
   "source": [
    "## 4. Plot training loss"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "762fe0dc0fe7fa68",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:03.565067200Z",
     "start_time": "2025-11-10T08:54:02.506582200Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 800x800 with 4 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 0 Axes>"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_training_curves(all_results):\n",
    "    \"\"\"Plot training curves for all model variants with average and envelope (only loss shown)\"\"\"\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "    i = 0\n",
    "    j = 0\n",
    "\n",
    "    for y_name, results in all_results.items():\n",
    "        axis = axs[i // 2, j % 2]\n",
    "        # Plot each metric\n",
    "        for model_name, model_data in results[\"results\"].items():\n",
    "            color = model_data[\"color\"]\n",
    "            linestyle = \"-\"\n",
    "\n",
    "            # Get data from all runs\n",
    "            losses_runs = [run[\"losses\"] for run in model_data[\"runs\"]]\n",
    "\n",
    "            # Calculate mean values across all runs\n",
    "            epochs = len(losses_runs[0])\n",
    "            mean_losses = np.log([\n",
    "                sum(run[i] for run in losses_runs) / len(losses_runs)\n",
    "                for i in range(epochs)\n",
    "            ])\n",
    "\n",
    "            # Calculate min and max values for the envelope\n",
    "            min_losses = np.log([\n",
    "                min(run[i] for run in losses_runs) for i in range(epochs)\n",
    "            ])\n",
    "            max_losses = np.log([\n",
    "                max(run[i] for run in losses_runs) for i in range(epochs)\n",
    "            ])\n",
    "\n",
    "            # Plot mean line\n",
    "            axis.plot(\n",
    "                mean_losses,\n",
    "                label=f\"n = {model_name[4:]}\",\n",
    "                color=color,\n",
    "                linestyle=linestyle,\n",
    "                linewidth=2,\n",
    "            )\n",
    "\n",
    "            # Plot envelope\n",
    "            axis.fill_between(\n",
    "                range(epochs), min_losses, max_losses, color=color, alpha=0.2\n",
    "            )\n",
    "\n",
    "        # Customize plot\n",
    "        axis.set_title(f\"{y_name}\", fontsize=14, pad=10)\n",
    "        axis.set_xlabel(\"Epoch\")\n",
    "        axis.set_ylabel(\"Log Loss (log MSE)\")\n",
    "        if i == 0 and j == 0:\n",
    "            axis.legend()\n",
    "        axis.grid(True, linestyle=\"--\", alpha=0.7)\n",
    "        axis.spines[\"top\"].set_visible(False)\n",
    "        axis.spines[\"right\"].set_visible(False)\n",
    "        i += 1\n",
    "        j += 1\n",
    "\n",
    "    fig.suptitle(\n",
    "        \"Training Loss (MSE) for fitting Gaussians with various STDs\", fontsize=14\n",
    "    )\n",
    "    plt.tight_layout()\n",
    "    # plt.savefig(\"./results/training_curves_gaussian_kernels.png\")  # To save locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "\n",
    "\n",
    "# Plot training curves\n",
    "plot_training_curves(all_results)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "527bddff55e66378",
   "metadata": {},
   "source": [
    "## 5. Visualize learned functions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d623cd7eac9d923a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.063213700Z",
     "start_time": "2025-11-10T08:54:03.545105500Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 800x800 with 4 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 0 Axes>"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def visualize_learned_function(results, num_photons, x_on_pi, delta, ys_info):\n",
    "    \"\"\"Visualize learned function of different models to compare them with the target function, a Gaussian\"\"\"\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "    plt.subplots_adjust(hspace=0.4, wspace=0.4)\n",
    "    i = 0\n",
    "    j = 0\n",
    "    ys = ys_info[\"ys\"]\n",
    "    y_names = ys_info[\"names\"]\n",
    "    sigmas = [1.00, 0.50, 0.33, 0.25]\n",
    "    circuit_names = [f\"MZI_{n}\" for n in num_photons]\n",
    "\n",
    "    for y, y_name, sigma in zip(ys, y_names, sigmas, strict=False):\n",
    "        axis = axs[i // 2][j % 2]\n",
    "        y_results = results[f\"{y_name}\"][\"results\"]\n",
    "        y_models = results[f\"{y_name}\"][\"models\"]\n",
    "        for circuit_name, model in zip(circuit_names, y_models, strict=False):\n",
    "            model_results = y_results[circuit_name]\n",
    "            color = model_results[\"color\"]\n",
    "            model.eval()\n",
    "            with torch.no_grad():\n",
    "                output = model(torch.tensor(delta, dtype=torch.float).unsqueeze(-1))\n",
    "            axis.plot(\n",
    "                x_on_pi,\n",
    "                output.detach().numpy(),\n",
    "                label=f\"n = {circuit_name[4:]}\",\n",
    "                color=color,\n",
    "                linewidth=1,\n",
    "            )\n",
    "\n",
    "        axis.scatter(x_on_pi, y, s=10, color=\"k\")\n",
    "\n",
    "        axis.set_xlabel(\"x / pi\")\n",
    "        axis.set_ylabel(\"y\")\n",
    "        axis.grid(True)\n",
    "        if i == 0 and j == 0:\n",
    "            axis.legend(loc=\"upper right\")\n",
    "        axis.title.set_text(f\"$\\\\sigma$ = {sigma}\")\n",
    "        i += 1\n",
    "        j += 1\n",
    "    fig.suptitle(\n",
    "        \"Approximating Gaussian kernels of different standard deviations ($\\\\sigma$)\\nwith 2 mode circuits of varying number of photons (n)\",\n",
    "        fontsize=14,\n",
    "    )\n",
    "    # plt.savefig(\"./results/gaussian_kernel_quantum.png\")  # To save the figure locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return\n",
    "\n",
    "\n",
    "visualize_learned_function(all_results, num_photons, x_on_pi, delta, ys_info)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "416e283d5ad5c9c0",
   "metadata": {},
   "source": [
    "This is not as accurate as we would have wanted but we can work with it. For a standard deviation of 1, our models achieve good results but as we decrease its value, the models achieved worse results, especially the ones with fewer photons. Ideally, this is supposed to show that increasing the number of photons also increases the expressivity of the quantum model.\n",
    "\n",
    "## 6. Application: Using our trained kernel estimators for binary classification\n",
    "\n",
    "### 6.1 Generate data\n",
    "\n",
    "Let's generate some 2D datasets for which our trained Gaussian kernel estimator will be useful. Namely, we will work the circle, moon and blob datasets from sklearn."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7a5e05dd7efa9c52",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.063213700Z",
     "start_time": "2025-11-10T08:54:05.031877200Z"
    }
   },
   "outputs": [],
   "source": [
    "def get_circle(num_samples, noise=0.1):\n",
    "    x, y = make_circles(\n",
    "        n_samples=num_samples,  # number of data points\n",
    "        noise=noise,\n",
    "        random_state=42,\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_moon(num_samples, noise=0.2):\n",
    "    x, y = make_moons(\n",
    "        n_samples=num_samples,  # number of data points\n",
    "        noise=noise,\n",
    "        random_state=42,\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_blobs(num_samples, centers=2):\n",
    "    x, y = make_blobs(\n",
    "        n_samples=num_samples, centers=centers, cluster_std=4.0, random_state=42\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_visual_sample(x, y, title):\n",
    "    fig, axs = plt.subplots(1, 3, figsize=(20, 6))\n",
    "    axs[0].scatter(x[0][:, 0], x[0][:, 1], c=y[0], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[0].set_xlabel(\"x1\")\n",
    "    axs[0].set_ylabel(\"x2\")\n",
    "    axs[1].scatter(x[1][:, 0], x[1][:, 1], c=y[1], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[1].set_xlabel(\"x1\")\n",
    "    axs[1].set_ylabel(\"x2\")\n",
    "    axs[2].scatter(x[2][:, 0], x[2][:, 1], c=y[2], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[2].set_xlabel(\"x1\")\n",
    "    axs[2].set_ylabel(\"x2\")\n",
    "    axs[0].title.set_text(title[0])\n",
    "    axs[1].title.set_text(title[1])\n",
    "    axs[2].title.set_text(title[2])\n",
    "\n",
    "    # plt.savefig(\"./results/data_visualization.png\")  # To save figure locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc3c9b9daf8686d5",
   "metadata": {},
   "source": [
    "The next step is scaling the data and separating it to train and test sets.\n",
    "\n",
    "One thing to keep in mind during scaling of the data is that the range of squared distances between points on which we have trained our Gaussian kernel model is $[0, \\pi^2]$ since our initial x is defined on $[-\\pi, \\pi]$ and the distance is computed between x and zero. So it would be ideal if the scaling of our data takes that into account so our model only receives values within its training domain. To do so, we define a scaling factor adjusted to our situation (0.65)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "46e8f3577f27c4a7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.376778600Z",
     "start_time": "2025-11-10T08:54:05.063213700Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Circular training set: 120 samples, 2 features\n",
      "Circular test set: 80 samples, 2 features\n",
      "Moon training set: 120 samples, 2 features\n",
      "Moon test set: 80 samples, 2 features\n",
      "Blob training set: 120 samples, 2 features\n",
      "Blob test set: 80 samples, 2 features\n"
     ]
    },
    {
     "data": {
      "text/plain": "<Figure size 2000x600 with 3 Axes>",
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 0 Axes>"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def prepare_data(scaling_factor=0.65):\n",
    "    \"\"\"Standardization, type changing and splitting of the data for preparation\"\"\"\n",
    "    x_circ, y_circ = get_circle(200)\n",
    "    x_moon, y_moon = get_moon(200)\n",
    "    x_blob, y_blob = get_blobs(200)\n",
    "\n",
    "    x_circ_train, x_circ_test, y_circ_train, y_circ_test = train_test_split(\n",
    "        x_circ, y_circ, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_circ_train = torch.FloatTensor(x_circ_train)\n",
    "    y_circ_train = torch.FloatTensor(y_circ_train)\n",
    "    x_circ_test = torch.FloatTensor(x_circ_test)\n",
    "    y_circ_test = torch.FloatTensor(y_circ_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_circ_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_circ_train)) * scaling_factor\n",
    "    )\n",
    "    x_circ_test = torch.FloatTensor(scaler.transform(x_circ_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Circular training set: {x_circ_train.shape[0]} samples, {x_circ_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Circular test set: {x_circ_test.shape[0]} samples, {x_circ_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_moon_train, x_moon_test, y_moon_train, y_moon_test = train_test_split(\n",
    "        x_moon, y_moon, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_moon_train = torch.FloatTensor(x_moon_train)\n",
    "    y_moon_train = torch.FloatTensor(y_moon_train)\n",
    "    x_moon_test = torch.FloatTensor(x_moon_test)\n",
    "    y_moon_test = torch.FloatTensor(y_moon_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_moon_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_moon_train)) * scaling_factor\n",
    "    )\n",
    "    x_moon_test = torch.FloatTensor(scaler.transform(x_moon_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Moon training set: {x_moon_train.shape[0]} samples, {x_moon_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Moon test set: {x_moon_test.shape[0]} samples, {x_moon_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_blob_train, x_blob_test, y_blob_train, y_blob_test = train_test_split(\n",
    "        x_blob, y_blob, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_blob_train = torch.FloatTensor(x_blob_train)\n",
    "    y_blob_train = torch.FloatTensor(y_blob_train)\n",
    "    x_blob_test = torch.FloatTensor(x_blob_test)\n",
    "    y_blob_test = torch.FloatTensor(y_blob_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_blob_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_blob_train)) * scaling_factor\n",
    "    )\n",
    "    x_blob_test = torch.FloatTensor(scaler.transform(x_blob_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Blob training set: {x_blob_train.shape[0]} samples, {x_blob_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Blob test set: {x_blob_test.shape[0]} samples, {x_blob_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_train = [x_circ_train, x_moon_train, x_blob_train]\n",
    "    x_test = [x_circ_test, x_moon_test, x_blob_test]\n",
    "    y_train = [y_circ_train, y_moon_train, y_blob_train]\n",
    "    y_test = [y_circ_test, y_moon_test, y_blob_test]\n",
    "\n",
    "    return x_train, x_test, y_train, y_test\n",
    "\n",
    "\n",
    "x_train, x_test, y_train, y_test = prepare_data()\n",
    "# Visualize training data\n",
    "get_visual_sample(\n",
    "    x_train, y_train, title=[\"Circular dataset\", \"Moon dataset\", \"Blob dataset\"]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "acec3c0a32a1fc57",
   "metadata": {},
   "source": [
    "### 6.2 Compute kernel value for every pair of data points using our quantum model\n",
    "\n",
    "To do so, we first need the delta (squared Euclidean distance) between each pair of points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "d29caa6610e91e17",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.376778600Z",
     "start_time": "2025-11-10T08:54:05.368406900Z"
    }
   },
   "outputs": [],
   "source": [
    "def calculate_delta(x1, x2):\n",
    "    \"\"\"\n",
    "    Computes squared Euclidean distances between each pair of vectors in x1 and x2.\n",
    "    x1: Tensor of shape (n1, d)\n",
    "    x2: Tensor of shape (n2, d)\n",
    "    Returns: Tensor of shape (n1, n2) with delta[i, j] = ||x1[i] - x2[j]||^2\n",
    "    \"\"\"\n",
    "    # Ensure 2D input\n",
    "    assert x1.ndim == 2 and x2.ndim == 2, \"Inputs must be 2D tensors\"\n",
    "\n",
    "    # Use broadcasting to compute pairwise squared Euclidean distances\n",
    "    diff = x1[:, None, :] - x2[None, :, :]  # shape (n1, n2, d)\n",
    "    delta = torch.sum(diff**2, dim=2)  # shape (n1, n2)\n",
    "\n",
    "    # Optional sanity checks\n",
    "    assert delta.shape[0] == x1.size(0), \"First dimension of delta is off\"\n",
    "    assert delta.shape[1] == x2.size(0), \"Second dimension of delta is off\"\n",
    "\n",
    "    return delta"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6777ec8e03be6d8b",
   "metadata": {},
   "source": [
    "Calculate the kernel value with our previously defined quantum model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ab3497f1308b6abc",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.389979500Z",
     "start_time": "2025-11-10T08:54:05.385171600Z"
    }
   },
   "outputs": [],
   "source": [
    "def get_kernel(model, delta):\n",
    "    \"\"\"\n",
    "    Efficiently apply `model` to each element in the `delta` matrix.\n",
    "    Assumes model maps a scalar input to a scalar output.\n",
    "    \"\"\"\n",
    "    model.eval()\n",
    "    with torch.no_grad():\n",
    "        flat_input = delta.view(-1, 1)  # shape (n1 * n2, 1)\n",
    "        output = model(flat_input)  # shape (n1 * n2, 1) or (n1 * n2,)\n",
    "        kernel_matrix = output.view(delta.shape)\n",
    "    return kernel_matrix"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2593e0bcce50d3c",
   "metadata": {},
   "source": [
    "### 6.3 Define the training for a SVM for classification"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50b6e71b4698431c",
   "metadata": {},
   "source": [
    "In the first function, we define the training for a SVM utilizing the quantum Gaussian kernel sampler."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "cda24a9639f09f1c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.389979500Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_q_svm(k_train, k_test, y_train, y_test):\n",
    "    clf = SVC(kernel=\"precomputed\")\n",
    "    clf.fit(k_train.numpy(), y_train.numpy())\n",
    "\n",
    "    y_pred = clf.predict(k_test.numpy())\n",
    "    accuracy = accuracy_score(y_test.numpy(), y_pred)\n",
    "    return accuracy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6075279e1cf47590",
   "metadata": {},
   "source": [
    "In the second, we define the training for a classical rbf SVM."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1d73325d152183a0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.401333Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_classical_svm(x_train, x_test, y_train, y_test, sigma):\n",
    "    gamma = 1 / (2 * sigma**2)\n",
    "    clf = SVC(kernel=\"rbf\", gamma=gamma)\n",
    "    clf.fit(x_train, y_train)\n",
    "    preds = clf.predict(x_test)\n",
    "    acc = accuracy_score(y_test, preds)\n",
    "    return acc"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "81c077177f1426a",
   "metadata": {},
   "source": [
    "### 6.4 Define the classification training for the q_SVM and the classical SVM."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e395daddc535d8bf",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.415787100Z"
    }
   },
   "outputs": [],
   "source": [
    "def classif_training(kernel=\"quantum\"):\n",
    "    accs = {\n",
    "        \"circular_acc\": [],\n",
    "        \"moon_acc\": [],\n",
    "        \"blob_acc\": [],\n",
    "        \"std_name\": [],\n",
    "        \"n_photons\": [],\n",
    "    }\n",
    "    std_names = ys_info[\"names\"]\n",
    "\n",
    "    if kernel == \"quantum\":\n",
    "        for std_name in std_names:\n",
    "            for i in range(5):\n",
    "                n_photons = (i + 1) * 2\n",
    "                model = all_results[std_name][\"models\"][i]\n",
    "\n",
    "                # Calculate delta\n",
    "                delta_train_circ = calculate_delta(x_train[0], x_train[0])\n",
    "                delta_test_circ = calculate_delta(x_test[0], x_train[0])\n",
    "                delta_train_moon = calculate_delta(x_train[1], x_train[1])\n",
    "                delta_test_moon = calculate_delta(x_test[1], x_train[1])\n",
    "                delta_train_blob = calculate_delta(x_train[2], x_train[2])\n",
    "                delta_test_blob = calculate_delta(x_test[2], x_train[2])\n",
    "\n",
    "                # Calculate kernel\n",
    "                kernel_train_circ = get_kernel(model, delta_train_circ)\n",
    "                kernel_test_circ = get_kernel(model, delta_test_circ)\n",
    "                kernel_train_moon = get_kernel(model, delta_train_moon)\n",
    "                kernel_test_moon = get_kernel(model, delta_test_moon)\n",
    "                kernel_train_blob = get_kernel(model, delta_train_blob)\n",
    "                kernel_test_blob = get_kernel(model, delta_test_blob)\n",
    "\n",
    "                # Train SVM\n",
    "                circular_acc = train_q_svm(\n",
    "                    kernel_train_circ, kernel_test_circ, y_train[0], y_test[0]\n",
    "                )\n",
    "                moon_acc = train_q_svm(\n",
    "                    kernel_train_moon, kernel_test_moon, y_train[1], y_test[1]\n",
    "                )\n",
    "                blob_acc = train_q_svm(\n",
    "                    kernel_train_blob, kernel_test_blob, y_train[2], y_test[2]\n",
    "                )\n",
    "\n",
    "                accs[\"circular_acc\"].append(circular_acc)\n",
    "                accs[\"moon_acc\"].append(moon_acc)\n",
    "                accs[\"blob_acc\"].append(blob_acc)\n",
    "                accs[\"std_name\"].append(std_name)\n",
    "                accs[\"n_photons\"].append(n_photons)\n",
    "    elif kernel == \"rbf\":\n",
    "        for std_name in std_names:\n",
    "            std = float(std_name[-4:])\n",
    "            circular_acc = train_classical_svm(\n",
    "                x_train[0], x_test[0], y_train[0], y_test[0], std\n",
    "            )\n",
    "            moon_acc = train_classical_svm(\n",
    "                x_train[1], x_test[1], y_train[1], y_test[1], std\n",
    "            )\n",
    "            blob_acc = train_classical_svm(\n",
    "                x_train[2], x_test[2], y_train[2], y_test[2], std\n",
    "            )\n",
    "\n",
    "            accs[\"circular_acc\"].append(circular_acc)\n",
    "            accs[\"moon_acc\"].append(moon_acc)\n",
    "            accs[\"blob_acc\"].append(blob_acc)\n",
    "            accs[\"std_name\"].append(std_name)\n",
    "            accs[\"n_photons\"].append(-1)\n",
    "    else:\n",
    "        raise ValueError(f\"Unknown kernel type: {kernel}\")\n",
    "    return accs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4662e2168c4fadd0",
   "metadata": {},
   "source": [
    "### 6.5 Run the training for both SVMs and compare the obtained accuracies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "9383660ab1eb102e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:09.521765400Z",
     "start_time": "2025-11-10T08:54:05.431834Z"
    }
   },
   "outputs": [],
   "source": [
    "q_accs = classif_training(\"quantum\")\n",
    "classical_accs = classif_training(\"rbf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "332fddbd263214a6",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:10.065586600Z",
     "start_time": "2025-11-10T08:54:09.538004800Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 1000x800 with 4 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 0 Axes>"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def visualize_accuracies(q_results, classical_results):\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(10, 8))\n",
    "    plt.subplots_adjust(hspace=0.4, wspace=0.3)\n",
    "\n",
    "    # Map each std to a subplot index\n",
    "    std_to_pos = {1.0: (0, 0), 0.5: (0, 1), 0.33: (1, 0), 0.25: (1, 1)}\n",
    "\n",
    "    datasets = [\"circular\", \"moon\", \"blob\"]\n",
    "    quantum_colors = [\"red\", \"blue\", \"green\"]\n",
    "\n",
    "    unique_stds = sorted(set(q_results[\"std_name\"]), reverse=True)  # just in case\n",
    "\n",
    "    for std in unique_stds:\n",
    "        std_str = std\n",
    "        std = float(std[6:])\n",
    "        if std not in std_to_pos:\n",
    "            print(f\"std skipped: {std}\")\n",
    "            continue  # skip stds not in layout\n",
    "        axis = axs[std_to_pos[std]]\n",
    "\n",
    "        # Get quantum data for this std\n",
    "        std_indices = [j for j, s in enumerate(q_results[\"std_name\"]) if s == std_str]\n",
    "        n_photon_vals = sorted({q_results[\"n_photons\"][j] for j in std_indices})\n",
    "\n",
    "        num_groups = len(n_photon_vals) + 1  # +1 for classical comparison\n",
    "        positions = np.arange(num_groups)\n",
    "\n",
    "        for k, dataset in enumerate(datasets):\n",
    "            y_vals = []\n",
    "            for n in n_photon_vals:\n",
    "                idx = next(j for j in std_indices if q_results[\"n_photons\"][j] == n)\n",
    "                y = q_results[f\"{dataset}_acc\"][idx]\n",
    "                y_vals.append(y)\n",
    "\n",
    "            classical_idx = classical_results[\"std_name\"].index(std_str)\n",
    "            classical_y = classical_results[f\"{dataset}_acc\"][classical_idx]\n",
    "            y_vals.append(classical_y)\n",
    "\n",
    "            x_pos = positions + k * 0.25\n",
    "            for j, y in enumerate(y_vals):\n",
    "                if j < len(n_photon_vals):\n",
    "                    # Quantum bar\n",
    "                    axis.bar(x_pos[j], y, width=0.25, color=quantum_colors[k])\n",
    "                else:\n",
    "                    # Classical bar\n",
    "                    axis.bar(\n",
    "                        x_pos[j],\n",
    "                        y,\n",
    "                        width=0.25,\n",
    "                        color=quantum_colors[k],\n",
    "                    )\n",
    "                # Add text above each bar\n",
    "                axis.text(\n",
    "                    x_pos[j], y + 0.01, f\"{y:.2f}\", ha=\"center\", va=\"bottom\", fontsize=6\n",
    "                )\n",
    "\n",
    "        x_labels = [str(n) + \" photons\" for n in n_photon_vals] + [\"Classical\"]\n",
    "        tick_positions = positions + 0.25\n",
    "        axis.set_xticks(tick_positions)\n",
    "        axis.set_xticklabels(x_labels, rotation=45)\n",
    "        axis.set_title(f\"σ = {std}\")\n",
    "        axis.set_ylabel(\"Accuracy\")\n",
    "        axis.set_ylim(0, 1)\n",
    "\n",
    "    plt.suptitle(\n",
    "        \"SVM classification accuracy across datasets\\ncomparing approximated and exact Gaussian kernels\",\n",
    "        fontsize=14,\n",
    "    )\n",
    "    handles, labels = axs[0, 0].get_legend_handles_labels()\n",
    "    legend_patches = [\n",
    "        Patch(facecolor=quantum_colors[i], label=datasets[i].capitalize())\n",
    "        for i in range(len(datasets))\n",
    "    ]\n",
    "\n",
    "    fig.legend(\n",
    "        handles=legend_patches,\n",
    "        loc=\"center left\",\n",
    "        bbox_to_anchor=(1.0, 0.5),\n",
    "        title=\"Dataset\",\n",
    "    )\n",
    "\n",
    "    plt.tight_layout(rect=[0, 0, 0.95, 1])\n",
    "    # plt.savefig(\"./results/svm_accuracies_quantum_kernel.png\", bbox_inches='tight', dpi=600)  # To save locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return\n",
    "\n",
    "\n",
    "visualize_accuracies(q_accs, classical_accs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "33ae3655405ac21d",
   "metadata": {},
   "source": [
    "So even if the Gaussian kernel fits were not as accurate as we wanted, we can see that the quantum Gaussian kernel samplers are as accurate as the classical rbf SVM for the most part. Namely, the quantum approximators that used more photons tend to reach better results. However, is this methodology really bringing something interesting ? Because in the end we are approximating a classical function for which the calculation is highly optimized and using a quantum circuit to approximate does not bring any real advantage in this context."
   ]
  }
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