{ "cells": [ { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "SelfSupervisedMethod(\n", " (model): ResNet(\n", " (conv1): Conv2d(2, 64, kernel_size=(7, 7), stride=(2, 2), padding=(3, 3), bias=False)\n", " (bn1): GroupNorm(32, 64, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (maxpool): MaxPool2d(kernel_size=3, stride=2, padding=1, dilation=1, ceil_mode=False)\n", " (layer1): Sequential(\n", " (0): BasicBlock(\n", " (conv1): Conv2d(64, 64, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 64, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(64, 64, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 64, eps=1e-05, affine=True)\n", " )\n", " (1): BasicBlock(\n", " (conv1): Conv2d(64, 64, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 64, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(64, 64, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 64, eps=1e-05, affine=True)\n", " )\n", " )\n", " (layer2): Sequential(\n", " (0): BasicBlock(\n", " (conv1): Conv2d(64, 128, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 128, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(128, 128, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 128, eps=1e-05, affine=True)\n", " (downsample): Sequential(\n", " (0): Conv2d(64, 128, kernel_size=(1, 1), stride=(2, 2), bias=False)\n", " (1): GroupNorm(32, 128, eps=1e-05, affine=True)\n", " )\n", " )\n", " (1): BasicBlock(\n", " (conv1): Conv2d(128, 128, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 128, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(128, 128, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 128, eps=1e-05, affine=True)\n", " )\n", " )\n", " (layer3): Sequential(\n", " (0): BasicBlock(\n", " (conv1): Conv2d(128, 256, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 256, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(256, 256, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 256, eps=1e-05, affine=True)\n", " (downsample): Sequential(\n", " (0): Conv2d(128, 256, kernel_size=(1, 1), stride=(2, 2), bias=False)\n", " (1): GroupNorm(32, 256, eps=1e-05, affine=True)\n", " )\n", " )\n", " (1): BasicBlock(\n", " (conv1): Conv2d(256, 256, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 256, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(256, 256, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 256, eps=1e-05, affine=True)\n", " )\n", " )\n", " (layer4): Sequential(\n", " (0): BasicBlock(\n", " (conv1): Conv2d(256, 512, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 512, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 512, eps=1e-05, affine=True)\n", " (downsample): Sequential(\n", " (0): Conv2d(256, 512, kernel_size=(1, 1), stride=(2, 2), bias=False)\n", " (1): GroupNorm(32, 512, eps=1e-05, affine=True)\n", " )\n", " )\n", " (1): BasicBlock(\n", " (conv1): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn1): GroupNorm(32, 512, eps=1e-05, affine=True)\n", " (relu): ReLU(inplace=True)\n", " (conv2): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (bn2): GroupNorm(32, 512, eps=1e-05, affine=True)\n", " )\n", " )\n", " (avgpool): AdaptiveAvgPool2d(output_size=(1, 1))\n", " (fc): Identity()\n", " )\n", " (projection_model): MLP(\n", " (net): Sequential(\n", " (0): Linear(in_features=512, out_features=512, bias=True)\n", " (1): BatchNorm1d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", " (2): ReLU()\n", " (3): Linear(in_features=512, out_features=512, bias=True)\n", " (4): BatchNorm1d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", " (5): ReLU()\n", " (6): Linear(in_features=512, out_features=64, bias=True)\n", " )\n", " )\n", " (prediction_model): MLP(\n", " (net): Identity()\n", " )\n", ")" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from vicreg import SelfSupervisedMethod\n", "# from model_params import EigRegParams\n", "from model_params import VICRegParams\n", "\n", "from attr import evolve\n", " \n", "\n", "# config = VICRegParams(dataset_name=\"imagenet\", batch_size=16)\n", "# data parameters\n", "# data parameters\n", "data_params = list()\n", "data_params.append({\n", " 'train_path' :\"/home/richard/Projects/06_research/semes_gaf/gaf_data/train\",\n", " 'test_path' :\"/home/richard/Projects/06_research/semes_gaf/gaf_data/test\",\n", " 'checkpoint': 'checkpoint_semes'\n", " })\n", "\n", "\n", "\n", "\n", "selector = 0\n", "\n", "config = evolve(VICRegParams(), \n", " encoder_arch = \"ws_resnet18\") # resnet18, resnet34, resnet50\n", "\n", "\n", "# method = SelfSupervisedMethod(config)\n", "# Initialize your ResNet model\n", "checkpoint = data_params[selector]['checkpoint']\n", "# path = f'/home/richard/Projects/06_research/gaf_lightning/self_supervised/{checkpoint}/last.ckpt'\n", "path = '/home/richard/Projects/06_research/semes_gaf/self_supervised/checkpoint_semes/last.ckpt'\n", "\n", "method = SelfSupervisedMethod.load_from_checkpoint(checkpoint_path=path)\n", " # hparams_file='lightning_logs/version_9/hparams.yaml')\n", "\n", "# Set the model to evaluation mode\n", "method.eval()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import torch\n", "from torchvision import transforms\n", "from PIL import Image\n", "import glob, os\n", "import numpy as np\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# inference\n" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "from utils import get_random_file\n", "train_path = data_params[selector]['train_path']\n", "random_file = get_random_file(train_path)\n", "img_size = len(np.load(random_file)['data'])\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "from pyts.image import GramianAngularField, MarkovTransitionField\n", "gaf_function = GramianAngularField(image_size=img_size, \n", " method=\"difference\",\n", " sample_range=(0,1))\n", "\n", "def load_image(filepath):\n", "\n", " data = np.load(filepath)['data'].astype(np.float32)\n", " \n", " data = data.reshape((1,-1))\n", " gaf_image = gaf_function.transform(data)[0]\n", " mtf_image = gaf_image\n", " # mtf_image = self.mt_function.transform(data)[0]\n", " image = torch.from_numpy(np.stack([gaf_image, mtf_image], axis=0).astype(np.float32))\n", " return image\n", "\n", "\n", "def list_directories(path):\n", " entries = os.listdir(path)\n", " directories = [ entry for entry in entries if os.path.isdir(os.path.join(path, entry))]\n", " return directories\n", "\n", "image_dir = data_params[selector]['train_path']\n", "classes = list_directories(image_dir)\n", "\n", "def inference(method, classes, path, transform):\n", " batch_size = 256\n", " image_tensors = []\n", " result = []\n", " labels = []\n", "\n", " # device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", " # device = torch.device('cpu')\n", " device = torch.device('cuda:1')\n", " method.model.to(device)\n", " method.projection_model.to(device)\n", "\n", "\n", " for key in classes:\n", " image_dir = path + '/' + key \n", " for img_name in os.listdir(image_dir):\n", " image_path = os.path.join(image_dir, img_name)\n", " # image = Image.open(image_path)\n", " input_tensor = load_image(image_path)\n", " # image = image.convert('RGB')\n", "\n", " # Preprocess the image\n", " input_tensor = transform(input_tensor).unsqueeze(0) # Add batch dimension\n", " image_tensors.append(input_tensor)\n", "\n", " # perform batching\n", " if len(image_tensors) == batch_size:\n", " batch_tensor = torch.cat(image_tensors).to(device)\n", " # Use the pre-trained model to extract features\n", " with torch.no_grad():\n", " emb = method.model(batch_tensor)\n", " projection = method.projection_model(emb)\n", " # projection = method.model(input_tensor)\n", " result.extend(projection.cpu())\n", " # reset back to 0\n", " image_tensors = []\n", "\n", "\n", " labels.append(img_name)\n", "\n", " if len(image_tensors) > 0:\n", " batch_tensor = torch.cat(image_tensors).to(device)\n", " # Use the pre-trained model to extract features\n", " with torch.no_grad():\n", " emb = method.model(batch_tensor)\n", " projection = method.projection_model(emb)\n", " # projection = method.model(input_tensor)\n", " result.extend(projection.cpu())\n", "\n", " return result, labels\n", "\n" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "from dataload import normalize_params\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "path = data_params[selector]['train_path']\n", "normalize_means, normalize_stds = normalize_params(path).calculate_mean_std()\n", "transform = transforms.Compose([\n", " # transforms.ToTensor(),\n", " transforms.Normalize(mean=normalize_means, std=normalize_stds),\n", "])\n", "\n", "result, labels = inference(method, classes, path, transform)\n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "torch.cuda.empty_cache() # PyTorch thing" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2905" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(result)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "torch.Size([64])" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result[0].shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# K-means" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(2905, 64)\n" ] } ], "source": [ "import numpy as np\n", "import pandas as pd\n", "data = np.array(result)\n", "print(data.shape)\n", "from sklearn.decomposition import PCA\n", "\n", "pca = PCA(n_components=2)\n", "reduced_data = pca.fit_transform(data)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from sklearn.cluster import KMeans\n", "\n", "# Determine the optimal number of clusters using the elbow method\n", "import matplotlib.pyplot as plt\n", "\n", "wcss = []\n", "for i in range(1, 10):\n", " kmeans = KMeans(n_clusters=i, random_state=42, n_init='auto')\n", " kmeans.fit(reduced_data)\n", " wcss.append(kmeans.inertia_)\n", "\n", "plt.plot(range(1, 10), wcss)\n", "plt.title('Elbow Method')\n", "plt.xlabel('Number of clusters')\n", "plt.ylabel('WCSS')\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "\n", "# Choose the number of clusters, say 3\n", "kmeans = KMeans(n_clusters=3, random_state=42)\n", "clusters = kmeans.fit_predict(data)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2558\n", "135\n", "212\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "x=%{x}
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# cluster_indices = np.where(clusters == 0)\n", "chosen_data = reduced_data[clusters==0]\n", "print(sum(clusters==0))\n", "print(sum(clusters==1))\n", "print(sum(clusters==2))\n", "\n", "import plotly.express as px\n", "\n", "fig = px.scatter(x=reduced_data[:, 0], y=reduced_data[:, 1], text=labels)\n", "fig.show()\n" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "----------\n", "cluster_id: 0\n", "number points: 2558\n", "----------\n", "cluster_id: 1\n", "number points: 135\n", "----------\n", "cluster_id: 2\n", "number points: 212\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "markers", "text": [ "img43_27.npz", "img88_27.npz", "img82_30.npz", "img44_9.npz", "img54_8.npz", "img47_10.npz", "img84_12.npz", "img12_32.npz", "img1_7.npz", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# import plotly.express as px\n", "import plotly.graph_objs as go\n", "\n", "plots = []\n", "for cluster_id in range(3):\n", " print('-'*10)\n", " print(\"cluster_id: \", cluster_id)\n", " print(\"number points: \", sum(clusters==cluster_id))\n", " selected_data = reduced_data[clusters==cluster_id]\n", " selected_labels = np.array(labels)[clusters==cluster_id]\n", " plots.append(go.Scatter(x=selected_data[:, 0], y=selected_data[:, 1], mode='markers', text=selected_labels))\n", "\n", "\n", "fig = go.Figure(data=plots)\n", "fig.update_traces(visible='legendonly')\n", "fig.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# DBSSCAN" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(2905, 64)\n" ] } ], "source": [ "import numpy as np\n", "import pandas as pd\n", "data = np.array(result)\n", "print(data.shape)\n", "from sklearn.decomposition import PCA\n", "\n", "pca = PCA(n_components=2)\n", "reduced_data = pca.fit_transform(data)\n", "X = data" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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QzuPxKCEhoW9XBQAABqWIg82zzz6rJUuW6Bvf+IZuuOEGrVy5UmlpaVq/fn2v5d1ut5KTk/3b/v37dfz4cX39618PKOdwOALKJScn9+2KAADAoBVRsOno6NCBAweUl5cXsD8vL081NTVhnWPjxo264447lJ6eHrD/5MmTSk9P15gxYzRv3jzV1dVFUjUAAHCJWGdOlBQbSeFjx46pq6tLSUlJAfuTkpLU3Nx80eM9Ho927Nihl156KWD/9ddfr9LSUt14443yer1atWqVbrvtNh08eFATJkzo9Vw+n08+n8//2ev1RnIpAAAgQg4LTIvq08PDDkfghRljeuzrTWlpqa666iotXLgwYH92drbuueceTZkyRdOnT9fLL7+s6667Ts8991zQc5WUlMjtdvu3tLS0vlwKAACwkYiCzciRIzVkyJAevTMtLS09enEuZIzRv/3bv6mwsFDx8fGhKxUTo1tuuUVHjhwJWqa4uFhtbW3+rbGxMfwLAQAAthRRsImPj1dWVpaqqqoC9ldVVSk3NzfksXv37tUHH3ygJUuWXPTvGGNUX1+vlJSUoGWcTqdcLlfABgAABreInrGRpKKiIhUWFmrq1KnKycnRhg0b1NDQoKVLl0o615PS1NSkTZs2BRy3ceNGTZs2TRkZGT3OuWLFCmVnZ2vChAnyer1avXq16uvrtXbt2j5eFgAAGIwiDjYFBQVqbW3VE088IY/Ho4yMDFVWVvpnOXk8nh7vtGlra1NFRYVWrVrV6zlPnDih+++/X83NzXK73crMzFR1dbVuvfXWPlwSAACIJgstFSWHsdLKViF4vV653W61tbUxLAUAQBRd+6NXJUn7H7lDI690RvXc0f79Zq0oAABgGwQbAABgGwQbAABgGwQbAABgGwQbAAAQloG/oALBBgAA2AjBBgAA2AbBBgAA2AbBBgAA2AbBBgAABGW1BQoINgAAICwOx8CfF0WwAQAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAQVlsUhTBBgAAhGfgz4ki2AAAABsh2AAAANsg2AAAANsg2AAAANsg2AAAgKAsNimKYAMAAMJjgaWiCDYAAMA+CDYAAMA2CDYAAMA2CDYAACAoY7E1FQg2AAAgLA4LLKpAsAEAALZBsAEAALZBsAEAALZBsAEAALZBsAEAAEFZa04UwQYAAIRr4E+KItgAAAD7INgAAADbINgAAADbINgAAADbINgAAICgLLZUFMEGAAAE19X9SbKJGzLwp0X1KdisW7dO48aNU0JCgrKysvT6668HLbtnzx45HI4e2/vvvx9QrqKiQpMmTZLT6dSkSZO0devWvlQNAABEUWd3t/+/h8TYMNiUl5dr+fLlevjhh1VXV6fp06crPz9fDQ0NIY87fPiwPB6Pf5swYYL/u9raWhUUFKiwsFAHDx5UYWGhFi1apDfffDPyKwIAAFHT2fVJj01szMAf6HEYE9no2bRp03TzzTdr/fr1/n033HCDFi5cqJKSkh7l9+zZo5kzZ+r48eO66qqrej1nQUGBvF6vduzY4d83d+5cDR8+XGVlZWHVy+v1yu12q62tTS6XK5JLAgAAQfy13adbfrpLDod0tOSuqJ8/2r/fEUWvjo4OHThwQHl5eQH78/LyVFNTE/LYzMxMpaSkaNasWdq9e3fAd7W1tT3OOWfOnJDn9Pl88nq9ARsAAIiu88/YxFpgGEqKMNgcO3ZMXV1dSkpKCtiflJSk5ubmXo9JSUnRhg0bVFFRoS1btmjixImaNWuWqqur/WWam5sjOqcklZSUyO12+7e0tLRILgUAAITh/DM2Vni+RpJi+3KQwxF4ccaYHvvOmzhxoiZOnOj/nJOTo8bGRv3sZz/TjBkz+nROSSouLlZRUZH/s9frJdwAABBl55+xscLzNVKEPTYjR47UkCFDevSktLS09OhxCSU7O1tHjhzxf05OTo74nE6nUy6XK2ADAADR1Xl+KMoCU72lCINNfHy8srKyVFVVFbC/qqpKubm5YZ+nrq5OKSkp/s85OTk9zrlz586IzgkAAKLv/DM2Q0KMogwkEQ9FFRUVqbCwUFOnTlVOTo42bNighoYGLV26VNK5IaKmpiZt2rRJkrRy5Upde+21mjx5sjo6OvTiiy+qoqJCFRUV/nMuW7ZMM2bM0NNPP60FCxZo27Zt2rVrl/bt2xelywQAAH1x/hkbq/TYRBxsCgoK1NraqieeeEIej0cZGRmqrKxUenq6JMnj8QS806ajo0Pf//731dTUpMTERE2ePFmvvvqq7rzzTn+Z3Nxcbd68WY888ogeffRRjR8/XuXl5Zo2bVoULhEAAPSV1Z6xifg9NgMV77EBACD6DvzpuO5eX6OxI65Q9Q9mRv38/foeGwAAMLh02fnhYQAAMLj4n7GxyHtsCDYAACAo/6woizxjY41aAgCAftFp5yUVAADA4NLVdb7HhmADAAAsjmdsAACAbXR202MDAABs4vzDw3FDrBEZrFFLAADQLzp5xgYAANhFF7OiAACAXfCMDQAAsI0ui63uTbABAABBne3izcMAAMAm/LOiGIoCAABWxzM2AADANs4/Y0OwAQAAlve3DhvFEGwAAIDVGdPfNYgMwQYAAARldC7ZWKO/hmADAADC4LBIsiHYAACAoBiKAgAAtnE+1zgsMhhFsAEAABfFUBQAALA+i41FEWwAAEBQnwxFWQPBBgAAXJTDImNRBBsAABCUxUaiCDYAACA4I2slG4INAAC4KIuMRBFsAABAcAxFAQAA2+AFfQAAwHYYigIAAJbHUBQAALCN87OiLNJhQ7ABAAAXx1AUAACwPoaiAACAXfhnRVmky4ZgAwAALsoasYZgAwAAQjAWmxZFsAEAAEGZT97QZwl9Cjbr1q3TuHHjlJCQoKysLL3++utBy27ZskWzZ8/WqFGj5HK5lJOTo9deey2gTGlpqRwOR4/tzJkzfakeAACIMtu+ebi8vFzLly/Xww8/rLq6Ok2fPl35+flqaGjotXx1dbVmz56tyspKHThwQDNnztT8+fNVV1cXUM7lcsnj8QRsCQkJfbsqAAAQFdYaiJJiIz3g2Wef1ZIlS/SNb3xDkrRy5Uq99tprWr9+vUpKSnqUX7lyZcDnJ598Utu2bdOvf/1rZWZm+vc7HA4lJydHWh0AAHAJnR+KssikqMh6bDo6OnTgwAHl5eUF7M/Ly1NNTU1Y5+ju7lZ7e7tGjBgRsP/kyZNKT0/XmDFjNG/evB49Ohfy+Xzyer0BGwAAuDQskmsiCzbHjh1TV1eXkpKSAvYnJSWpubk5rHM888wzOnXqlBYtWuTfd/3116u0tFTbt29XWVmZEhISdNttt+nIkSNBz1NSUiK32+3f0tLSIrkUAAAQBmOxwag+PTx84Ut6jDFhvbinrKxMjz/+uMrLyzV69Gj//uzsbN1zzz2aMmWKpk+frpdfflnXXXednnvuuaDnKi4uVltbm39rbGzsy6UAAIAQrDYUFdEzNiNHjtSQIUN69M60tLT06MW5UHl5uZYsWaJf/epXuuOOO0KWjYmJ0S233BKyx8bpdMrpdIZfeQAA0Ge2nBUVHx+vrKwsVVVVBeyvqqpSbm5u0OPKysp077336qWXXtJdd9110b9jjFF9fb1SUlIiqR4AABjkIp4VVVRUpMLCQk2dOlU5OTnasGGDGhoatHTpUknnhoiampq0adMmSedCzde+9jWtWrVK2dnZ/t6exMREud1uSdKKFSuUnZ2tCRMmyOv1avXq1aqvr9fatWujdZ0AAKAPzr952JZDUZJUUFCg1tZWPfHEE/J4PMrIyFBlZaXS09MlSR6PJ+CdNs8//7w6Ozv1wAMP6IEHHvDvX7x4sUpLSyVJJ06c0P3336/m5ma53W5lZmaqurpat95666e8PAAAEA0WyTVyGKstAhGE1+uV2+1WW1ubXC5Xf1cHAABb+PG2t7Wp9k/6zu2fVVHexKifP9q/36wVBQAAgvpkrShr9NkQbAAAwEVZI9YQbAAAQAiD4gV9AABgcLDaC/oINgAA4KJs+YI+AAAwuFhrIIpgAwAAQmAoCgAA2I5Fcg3BBgAAhGKtwSiCDQAACIqhKAAAYDsOiyQbgg0AAAjKaitKEmwAAEBQvHkYAADYjkVGogg2AAAgOIaiAACAbZzPNSypAAAAbIOhKAAAYHkMRQEAANs4PyvKIh02BBsAABACbx4GAADoHwQbAAAQFLOiAACAbZi/PT3MUBQAAMBlRrABAABB+Tq7JUlDYqzRZUOwAQAAQR1ubpckfWbUlf1ck/AQbAAAQK9O+jp1tPWUJGlyqqufaxMegg0AAOjVex6vjJGSXQkaeaWzv6sTFoINAADo1ZsftkqSMq6xRm+NRLABAAC92HHIo/V7/iBJumnMVf1bmQjE9ncFAADAwHLoz2365i/fkiSNvNKpe7LT+7lG4SPYAAAAv7Nd3Xqw7FyoufbqK1S5bLquiLdOXGAoCgAASJK6u40e2nJIf2o9LUla+ZVMS4UaiR4bAAAGPWOM9hz+q57a8b4O/+Xce2vW/J9MfS7tqv6tWB8QbAAAGKSMMfrt+y36xesf6o0P/1eSNMwZq+/MmqB5N6X2c+36hmADAMAgc/TYKW2rb9Jv3m7W+397s3B8bIy+nnutvvXFz8p9RVw/17DvCDYAAFiYMUanO7p0ytcp75mzavu4U+1nzqr9zLnPrSc75Gk7I0/bxzp+qkN/Pv6xWk91BJzjy5nX6HtzJuqaqxL76Sqih2ADAEA/6+zq1ilfl9p9Z9X28blQcrqjUyd9Xfr4b//+xXtGH534WC1en9p9nTpztkvtZ86q9VSHjIn8b2alD1fB1DTlfvZqjRl+RfQvqp8QbAAACIMxRmfOdqv9zFl5z5wLFr7OLvnOdsvX2S1fZ5fOnD33r6+zW22nz+pkR6dO+7p0uqNLH5/t1Clfl053fPLvSd+5npaPz3Z96vrFOCRXYpyGJcRqmDNOVybEypUQp5FXxmu0K0FjrkrU1VfGa/jQeKW6E5XsTohCqww8fQo269at07/8y7/I4/Fo8uTJWrlypaZPnx60/N69e1VUVKR33nlHqamp+sEPfqClS5cGlKmoqNCjjz6qP/zhDxo/frx++tOf6ktf+lJfqgcAQJ+d7erW83v/oN/98biOn+6Q9+NPhnXOdvWhayQCztgYuRLj5EqI1VBnrK6IH6Ir4s/9m+RKUIo7QUmuBLkT45QYP0SJcUM02uXUlc5YJcYNkcPhuKT1s4KIg015ebmWL1+udevW6bbbbtPzzz+v/Px8vfvuuxo7dmyP8kePHtWdd96p++67Ty+++KL++7//W9/61rc0atQo3X333ZKk2tpaFRQU6Cc/+Ym+9KUvaevWrVq0aJH27dunadOmffqrBAAgTP954M/62c7/F/T7GIfOBYn4IUqIGyJnbIycsUOUEHfuX2dsjBLihuhKZ6yGJZwLJYnxsRrqPBdShsYP0RXOv/0bH+svN9QZq/hYXi/3aTmMiWxkbtq0abr55pu1fv16/74bbrhBCxcuVElJSY/yP/zhD7V9+3a99957/n1Lly7VwYMHVVtbK0kqKCiQ1+vVjh07/GXmzp2r4cOHq6ysLKx6eb1eud1utbW1yeWyzmJdAICB5cnK97Sh+kPdeI1b3509QcMS4uRKODfE40qM09B4ekaiKdq/3xH12HR0dOjAgQP60Y9+FLA/Ly9PNTU1vR5TW1urvLy8gH1z5szRxo0bdfbsWcXFxam2tlbf/e53e5RZuXJl0Lr4fD75fD7/Z6/XG8mlhG3jvqNq/N/Tl+TcAICB542/rWg9e1KSbr8+qZ9rg0hFFGyOHTumrq4uJSUF/o9OSkpSc3Nzr8c0Nzf3Wr6zs1PHjh1TSkpK0DLBzilJJSUlWrFiRSTV75NXf/+R3mo4ccn/DgBgYElyOfu7CuiDPj08fGEXnDEmZLdcb+Uv3B/pOYuLi1VUVOT/7PV6lZaWdvHKR+jurDHKGX911M8LABi4hl8Rr/lTrPnm3cEuomAzcuRIDRkypEdPSktLS48el/OSk5N7LR8bG6urr746ZJlg55Qkp9Mpp/PSp+mvTrPOUu0AAAx2ET1+HR8fr6ysLFVVVQXsr6qqUm5ubq/H5OTk9Ci/c+dOTZ06VXFxcSHLBDsnAABAbyIeiioqKlJhYaGmTp2qnJwcbdiwQQ0NDf730hQXF6upqUmbNm2SdG4G1Jo1a1RUVKT77rtPtbW12rhxY8Bsp2XLlmnGjBl6+umntWDBAm3btk27du3Svn37onSZAABgMIg42BQUFKi1tVVPPPGEPB6PMjIyVFlZqfT0c0M2Ho9HDQ0N/vLjxo1TZWWlvvvd72rt2rVKTU3V6tWr/e+wkaTc3Fxt3rxZjzzyiB599FGNHz9e5eXlvMMGAABEJOL32AxUvMcGAADrifbvN684BAAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAtkGwAQAAthHxkgoD1fkXKHu93n6uCQAACNf53+1oLYRgm2DT3t4uSUpLS+vnmgAAgEi1t7fL7XZ/6vPYZq2o7u5uffTRRxo2bJgcDkfUzuv1epWWlqbGxkbWoIoA7dY3tFvkaLO+od0iR5v1zcXazRij9vZ2paamKibm0z8hY5sem5iYGI0ZM+aSnd/lcnEj9wHt1je0W+Ros76h3SJHm/VNqHaLRk/NeTw8DAAAbINgAwAAbINgcxFOp1OPPfaYnE5nf1fFUmi3vqHdIkeb9Q3tFjnarG8ud7vZ5uFhAAAAemwAAIBtEGwAAIBtEGwAAIBtEGwAAIBtEGwuYt26dRo3bpwSEhKUlZWl119/vb+r1G8ef/xxORyOgC05Odn/vTFGjz/+uFJTU5WYmKgvfvGLeueddwLO4fP59O1vf1sjR47U0KFD9Q//8A/685//fLkv5ZKprq7W/PnzlZqaKofDoVdeeSXg+2i10fHjx1VYWCi32y23263CwkKdOHHiEl/dpXOxdrv33nt73HvZ2dkBZQZbu5WUlOiWW27RsGHDNHr0aC1cuFCHDx8OKMP91lM47cb9Fmj9+vW66aab/C/Yy8nJ0Y4dO/zfD7j7zCCozZs3m7i4OPOLX/zCvPvuu2bZsmVm6NCh5k9/+lN/V61fPPbYY2by5MnG4/H4t5aWFv/3Tz31lBk2bJipqKgwhw4dMgUFBSYlJcV4vV5/maVLl5prrrnGVFVVmbfeesvMnDnTTJkyxXR2dvbHJUVdZWWlefjhh01FRYWRZLZu3RrwfbTaaO7cuSYjI8PU1NSYmpoak5GRYebNm3e5LjPqLtZuixcvNnPnzg2491pbWwPKDLZ2mzNnjnnhhRfM22+/berr681dd91lxo4da06ePOkvw/3WUzjtxv0WaPv27ebVV181hw8fNocPHzYPPfSQiYuLM2+//bYxZuDdZwSbEG699VazdOnSgH3XX3+9+dGPftRPNepfjz32mJkyZUqv33V3d5vk5GTz1FNP+fedOXPGuN1u8/Of/9wYY8yJEydMXFyc2bx5s79MU1OTiYmJMb/5zW8uad37w4U/0NFqo3fffddIMm+88Ya/TG1trZFk3n///Ut8VZdesGCzYMGCoMfQbsa0tLQYSWbv3r3GGO63cF3YbsZwv4Vj+PDh5l//9V8H5H3GUFQQHR0dOnDggPLy8gL25+Xlqaampp9q1f+OHDmi1NRUjRs3Tl/5ylf04YcfSpKOHj2q5ubmgPZyOp36whe+4G+vAwcO6OzZswFlUlNTlZGRMSjaNFptVFtbK7fbrWnTpvnLZGdny+1227od9+zZo9GjR+u6667Tfffdp5aWFv93tJvU1tYmSRoxYoQk7rdwXdhu53G/9a6rq0ubN2/WqVOnlJOTMyDvM4JNEMeOHVNXV5eSkpIC9iclJam5ubmfatW/pk2bpk2bNum1117TL37xCzU3Nys3N1etra3+NgnVXs3NzYqPj9fw4cODlrGzaLVRc3OzRo8e3eP8o0ePtm075ufn65e//KV++9vf6plnntHvfvc73X777fL5fJJoN2OMioqK9PnPf14ZGRmSuN/C0Vu7SdxvvTl06JCuvPJKOZ1OLV26VFu3btWkSZMG5H1mm9W9LxWHwxHw2RjTY99gkZ+f7//vG2+8UTk5ORo/frz+/d//3f9gXV/aa7C1aTTaqLfydm7HgoIC/39nZGRo6tSpSk9P16uvvqovf/nLQY8bLO324IMP6ve//7327dvX4zvut+CCtRv3W08TJ05UfX29Tpw4oYqKCi1evFh79+71fz+Q7jN6bIIYOXKkhgwZ0iMptrS09Eimg9XQoUN144036siRI/7ZUaHaKzk5WR0dHTp+/HjQMnYWrTZKTk7WX/7ylx7n/+tf/zoo2lGSUlJSlJ6eriNHjkga3O327W9/W9u3b9fu3bs1ZswY/37ut9CCtVtvuN+k+Ph4ffazn9XUqVNVUlKiKVOmaNWqVQPyPiPYBBEfH6+srCxVVVUF7K+qqlJubm4/1Wpg8fl8eu+995SSkqJx48YpOTk5oL06Ojq0d+9ef3tlZWUpLi4uoIzH49Hbb789KNo0Wm2Uk5OjtrY2/c///I+/zJtvvqm2trZB0Y6S1NraqsbGRqWkpEganO1mjNGDDz6oLVu26Le//a3GjRsX8D33W+8u1m694X7ryRgjn883MO+ziB41HmTOT/feuHGjeffdd83y5cvN0KFDzR//+Mf+rlq/+N73vmf27NljPvzwQ/PGG2+YefPmmWHDhvnb46mnnjJut9ts2bLFHDp0yPzTP/1Tr1P+xowZY3bt2mXeeustc/vtt9tqund7e7upq6szdXV1RpJ59tlnTV1dnf8VAdFqo7lz55qbbrrJ1NbWmtraWnPjjTdachrpeaHarb293Xzve98zNTU15ujRo2b37t0mJyfHXHPNNYO63b75zW8at9tt9uzZEzAt+fTp0/4y3G89XazduN96Ki4uNtXV1ebo0aPm97//vXnooYdMTEyM2blzpzFm4N1nBJuLWLt2rUlPTzfx8fHm5ptvDpgSONicfzdBXFycSU1NNV/+8pfNO++84/++u7vbPPbYYyY5Odk4nU4zY8YMc+jQoYBzfPzxx+bBBx80I0aMMImJiWbevHmmoaHhcl/KJbN7924jqce2ePFiY0z02qi1tdV89atfNcOGDTPDhg0zX/3qV83x48cv01VGX6h2O336tMnLyzOjRo0ycXFxZuzYsWbx4sU92mSwtVtv7SXJvPDCC/4y3G89XazduN96+ud//mf/7+CoUaPMrFmz/KHGmIF3nzmMMSayPh4AAICBiWdsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbRBsAACAbfx/p0k3XcMZGIAAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# eps selection\n", "# find knee-point\n", "from sklearn.neighbors import NearestNeighbors\n", "# Step 1: Estimate eps with k-distance plot\n", "n_neighbors=10\n", "neigh = NearestNeighbors(n_neighbors=n_neighbors)\n", "nbrs = neigh.fit(X)\n", "distances, indices = nbrs.kneighbors(X)\n", "distances = np.sort(distances[:, 5], axis=0)\n", "plt.plot(distances)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "distances, indices =nbrs.kneighbors(X)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Estimated number of clusters: 1\n", "Estimated number of noise points: 40\n" ] } ], "source": [ "import numpy as np\n", "\n", "from sklearn import metrics\n", "from sklearn.cluster import DBSCAN\n", "\n", "db = DBSCAN(eps=0.2, min_samples=100).fit(X)\n", "clusters = db.labels_\n", "\n", "# Number of clusters in labels, ignoring noise if present.\n", "n_clusters_ = len(set(clusters)) - (1 if -1 in clusters else 0)\n", "n_noise_ = list(clusters).count(-1)\n", "\n", "print(\"Estimated number of clusters: %d\" % n_clusters_)\n", "print(\"Estimated number of noise points: %d\" % n_noise_)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "----------\n", "cluster_id: -1\n", "number points: 40\n", "----------\n", "cluster_id: 0\n", "number points: 2865\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "markers", "text": [ "img70_9.npz", "img69_7.npz", "img22_31.npz", "img4_4.npz", "img59_2.npz", "img7_21.npz", "img59_1.npz", "img4_0.npz", "img70_2.npz", "img22_30.npz", "img4_17.npz", "img8_5.npz", "img69_3.npz", "img8_0.npz", "img4_5.npz", "img69_0.npz", "img23_24.npz", "img70_5.npz", "img70_3.npz", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# import plotly.express as px\n", "import plotly.graph_objs as go\n", "\n", "plots = []\n", "for cluster_id in range(-1,n_clusters_):\n", " print('-'*10)\n", " print(\"cluster_id: \", cluster_id)\n", " print(\"number points: \", sum(clusters==cluster_id))\n", " selected_data = reduced_data[clusters==cluster_id]\n", " selected_labels = np.array(labels)[clusters==cluster_id]\n", " plots.append(go.Scatter(x=selected_data[:, 0], y=selected_data[:, 1], mode='markers', text=selected_labels))\n", "\n", "\n", "fig = go.Figure(data=plots)\n", "# fig.update_traces(visible='legendonly')\n", "fig.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Plot Relevant Time Series" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "we can plot the time series of the clusters" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "import re\n", "import plotly.graph_objs as go\n", "from tqdm import tqdm\n" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "\n", "# choose your cluster\n", "cluster_id = -1\n", "# or you can manually state desired clusters\n", "# cluster_tuples = [(70,8),(70,6)]\n", "\n", "def extract_num(example):\n", " pattern = r'img(\\d+)_(\\d+).npz'\n", " match = re.match(pattern, example)\n", " num1, num2 = match.groups()\n", " num1, num2 = int(num1), int(num2)\n", " return num1, num2\n", "\n", "selected_labels = np.array(labels)[clusters==cluster_id]\n", "cluster_tuples = sorted([extract_num(name) for name in selected_labels])\n", "# because we have npz files now\n" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "\n", "plots = []\n", "\n", "for num1,num2 in cluster_tuples:\n", " key_tuple = (num1,num2)\n", " data_path = f\"/home/richard/Projects/06_research/semes_gaf/gaf_data/train/0/img{num1}_{num2}.npz\"\n", " segment=np.load(data_path)['data']\n", " plots.append(go.Scatter(y=segment, mode='lines', name=f\"{key_tuple}\"))\n", "\n" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "(4, 0)", "type": "scatter", "visible": "legendonly", "y": [ 0, 1, 0, 0.002262443438914027, 0.004524886877828054, 0, 0.002262443438914027, 0, 0.002262443438914027, 0, 0, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 0, 0.002262443438914027, 0.002262443438914027, 0, 0.002262443438914027, 0.002262443438914027, 0, 0.002262443438914027, 0, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 0, 0.002262443438914027, 0, 0, 0.002262443438914027, 0, 0.002262443438914027, 0, 0, 0.002262443438914027, 0.002262443438914027, 0.002262443438914027, 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