differential privacy svd.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c3e17c51",
   "metadata": {},
   "outputs": [],
   "source": [
    "import easydict\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy import misc\n",
    "from scipy import linalg\n",
    "from PIL import Image\n",
    "from skimage import io, img_as_float, img_as_uint\n",
    "from skimage.metrics import structural_similarity as ssim\n",
    "\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "import timm\n",
    "\n",
    "from torch.utils.data import DataLoader, Dataset\n",
    "from torchvision import transforms, datasets\n",
    "from torch import optim\n",
    "\n",
    "from sklearn.metrics import accuracy_score, precision_score, recall_score, confusion_matrix, f1_score\n",
    "\n",
    "import argparse\n",
    "import random\n",
    "import numpy as np\n",
    "import os\n",
    "\n",
    "from tqdm import tqdm\n",
    "from glob import glob\n",
    "\n",
    "import PIL.Image as Image\n",
    "import copy\n",
    "\n",
    "from PIL import Image\n",
    "import cv2\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.cm as cm\n",
    "\n",
    "\n",
    "import pandas as pd\n",
    "from numpy.linalg import svd\n",
    "from scipy.special import factorial\n",
    "import sympy as sp\n",
    "import copy as cp\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "674d47e2",
   "metadata": {},
   "outputs": [],
   "source": [
    "def dk_privacy_l2(ori_img,  epsilon):\n",
    "    return np.sqrt(np.square(ori_img)).sum(axis = 0)/epsilon\n",
    "\n",
    "def dk_privacy(ori_img, k, epsilon):\n",
    "    sampling_1 = 1/2 * np.power(epsilon/np.sqrt(np.pi),k) * factorial(k/2-1)/factorial(k-1) * np.exp(-epsilon * np.sqrt(np.square(ori_img)).sum(axis = 0))\n",
    "    while True:\n",
    "        derivative = dk_privacy_l2(sampling_1, epsilon)\n",
    "        sampling_1 -= derivative\n",
    "        if derivative <= 1e-10:\n",
    "            break\n",
    "    return sampling_1\n",
    "\n",
    "def getRandomSamplesOnNSphere(N , R , numberOfSamples):\n",
    "    # Return 'numberOfSamples' samples of vectors of dimension N \n",
    "    # with an uniform distribution on the (N-1)-Sphere surface of radius R.\n",
    "    # RATIONALE: https://mathworld.wolfram.com/HyperspherePointPicking.html\n",
    "    \n",
    "    X = np.random.default_rng().normal(size=(numberOfSamples , N))\n",
    "\n",
    "    return R / np.sqrt(np.sum(X**2, 1, keepdims=True)) * X\n",
    "\n",
    "def trans_privacy(ori_img, k, epsilon):\n",
    "    ind = np.argpartition(ori_img, -k)[-k:]\n",
    "    top_k = ori_img[ind]\n",
    "    trans_vec = dk_privacy(top_k, k, epsilon)\n",
    "    radial = getRandomSamplesOnNSphere(k, trans_vec, 1)\n",
    "    result_vec = top_k +  radial * trans_vec\n",
    "    trans_img = np.zeros_like(ori_img)\n",
    "    trans_img[ind] = result_vec\n",
    "    return trans_img\n",
    "\n",
    "def img_svd(img, k, epsilon):\n",
    "    red, green, blue = cp.deepcopy(img[:,:,0]), cp.deepcopy(img[:,:,1]), cp.deepcopy(img[:,:,2])\n",
    "\n",
    "    U_red, S_red, V_red = svd(red, full_matrices = False)\n",
    "    U_green, S_green, V_green  = svd(green, full_matrices = False)\n",
    "    U_blue, S_blue, V_blue = svd(blue, full_matrices = False)\n",
    "\n",
    "    trans_red = trans_privacy(S_red, k, epsilon)\n",
    "    trans_green = trans_privacy(S_green, k, epsilon)\n",
    "    trans_blue = trans_privacy(S_blue, k, epsilon)\n",
    "\n",
    "    final_red = U_red @ (np.diag(trans_red) @ V_red)\n",
    "    final_green = U_green @ (np.diag(trans_green) @ V_green)\n",
    "    final_blue = U_blue @ (np.diag(trans_blue) @ V_blue)\n",
    "\n",
    "\n",
    "    fimg = np.zeros(img.shape)\n",
    "\n",
    "    fimg[:,:,0], fimg[:,:,1], fimg[:,:,2] = final_red, final_green, final_blue\n",
    "\n",
    "    for i in range(len(fimg)):\n",
    "        for j in range(len(fimg[i])):\n",
    "            for w in range(len(fimg[i][j])):\n",
    "                fimg[i,j,w] = min(255, abs(fimg[i,j,w]))\n",
    "\n",
    "    fimg = fimg.astype(np.uint8)\n",
    "    return fimg\n",
    "\n",
    "def dp_svd(images, k, epsilon):\n",
    "    noisy_images = img_svd(images, k, epsilon)\n",
    "#     display_image_grid(noisy_images)\n",
    "    return noisy_images\n",
    "\n",
    "def pillow_to_numpy(I):\n",
    "    img = np.asarray(I, dtype=np.float32)\n",
    "    return img\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "395d0b50",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fc1c99ccf50>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# 원래 k=7, epsilon = 0.01\n",
    "k = 50\n",
    "epsilon= 0.01\n",
    "image = Image.open('/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/test/fake/875_979/0000.png')\n",
    "\n",
    "# b = pillow_to_numpy(image)\n",
    "# svd_img = dp_svd(b,k,epsilon)\n",
    "# svd_img = svd_img.astype('uint8')\n",
    "# plt.imshow(svd_img)\n",
    "k_list = [1,3,5,7,15,30]\n",
    "for i in k_list:\n",
    "    a = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(a,i,epsilon)\n",
    "    dpimg = dpimg.astype('uint8')\n",
    "#     cv2.imwrite('./kaia_figure/pix_eps_{}.png'.format(i), cv2.cvtColor(dpimg,cv2.COLOR_RGB2BGR))\n",
    "    cv2.imwrite('./kaia_figure/svd/svd_epsilon_{}.png'.format(i), cv2.cvtColor(dpimg,cv2.COLOR_RGB2BGR))\n",
    "plt.imshow(dpimg)\n",
    "\n",
    "dpimg = dp_svd(a, k, epsilon)\n",
    "dpimg = dpimg.astype('uint8')\n",
    "plt.imshow(dpimg)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2f31ed3",
   "metadata": {},
   "source": [
    "### valid dataset generation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f67d7e12",
   "metadata": {},
   "outputs": [],
   "source": [
    "# import os\n",
    "# df_imgdir = glob('/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/val/real/*/')\n",
    "# fake_img_dir = '/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/val/real/'\n",
    "\n",
    "# k = 7\n",
    "# epsilon = 0.01\n",
    "\n",
    "# for idx, folder in enumerate(df_imgdir):\n",
    "    \n",
    "#     # extract the last part of the folder for joining path\n",
    "#     imgfolder = folder.split('/')[-2]\n",
    "#     if not os.path.exists('/home/data/privacy/svd/val/real/{0}'.format(imgfolder)):\n",
    "#         os.makedirs(os.path.join('/home/data/privacy/svd/val/real/', imgfolder))\n",
    "#     subfolder = os.path.join('/home/data/privacy/svd/val/real/', imgfolder)\n",
    "    \n",
    "#     # subfolder = location of saved area\n",
    "#     # globfolder = location of train data\n",
    "#     globfolder = fake_img_dir + imgfolder + '/*'\n",
    "    \n",
    "#     print(globfolder, 'glob folder')\n",
    "# #     print(subfolder)\n",
    "#     # generating pixelation image per every image of each subfolder\n",
    "#     for idx2, img in enumerate(glob(globfolder)):\n",
    "#         image = Image.open(img)\n",
    "#         a = pillow_to_numpy(image)\n",
    "#         dpimg = dp_svd(a, k, epsilon)\n",
    "\n",
    "    \n",
    "#         dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "#         plt.imshow(dpimg)\n",
    "#         cv2.imwrite(subfolder+'/folder_{0}_val_real_svd{1}.jpg'.format(idx, idx2),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "#         if idx2 == 10:\n",
    "#             print(subfolder, 'sub folder')\n",
    "            \n",
    "# print('######finished validation svd!!##########')\n",
    "\n",
    "# ##############################################################################################################################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "e9ea2167",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "125\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/978/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/978 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/878/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/878 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/992/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/992 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/902/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/902 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/961/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/961 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/934/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/934 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/917/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/917 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/918/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/918 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/951/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/951 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/963/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/963 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/901/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/901 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/935/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/935 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/928/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/928 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/956/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/956 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/914/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/914 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/952/* glob folder\n",
      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/952 sub folder\n",
      "/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/891/* glob folder\n",
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      "/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/985 sub folder\n",
      "######finished svd!!##########\n"
     ]
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import os\n",
    "df_imgdir = glob('/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/*/')\n",
    "fake_img_dir = '/home/data/deepfake_privacy/FF_original/FaceForensics++/DeepFake/test/real/'\n",
    "k = 7\n",
    "epsilon = 0.01\n",
    "\n",
    "print(len(df_imgdir))\n",
    "for idx, folder in enumerate(df_imgdir):\n",
    "    \n",
    "    # extract the last part of the folder for joining path\n",
    "    imgfolder = folder.split('/')[-2]\n",
    "    if not os.path.exists('/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/{0}'.format(imgfolder)):\n",
    "        os.makedirs(os.path.join('/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/', imgfolder))\n",
    "    subfolder = os.path.join('/home/data/deepfake_privacy/ff_priv/DeepFake/svd/test/real/', imgfolder)\n",
    "    \n",
    "    # subfolder = location of saved area\n",
    "    # globfolder = location of train data\n",
    "    globfolder = fake_img_dir + imgfolder + '/*'\n",
    "    \n",
    "    print(globfolder, 'glob folder')\n",
    "\n",
    "    # generating pixelation image per every image of each subfolder\n",
    "    for idx2, img in enumerate(glob(globfolder)):\n",
    "        image = Image.open(img)\n",
    "        a = pillow_to_numpy(image)\n",
    "        dpimg = dp_svd(a, k, epsilon)\n",
    "    \n",
    "        dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "        plt.imshow(dpimg)\n",
    "        cv2.imwrite(subfolder+'/folder_{0}_real_svd{1}.jpg'.format(idx, idx2),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "        if idx2 == 10:\n",
    "            print(subfolder, 'sub folder')\n",
    "            \n",
    "print('######finished svd!!##########')\n",
    "\n",
    "##############################################################################################################################"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b30ce5f",
   "metadata": {},
   "source": [
    "### Applying svd to DF images (w/0 facemask)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d4634be5",
   "metadata": {},
   "outputs": [],
   "source": [
    "from glob import glob\n",
    "\n",
    "# k 값과 epsilon 값 조절해서 deepfake에 svd 적용.\n",
    "\n",
    "k = 7\n",
    "epsilon = 0.01\n",
    "\n",
    "df_imgdir = glob('/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/test/real/*/*')\n",
    "\n",
    "for idx, img in enumerate(df_imgdir):\n",
    "    image = Image.open(img)\n",
    "    a = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(a, k, epsilon)\n",
    "    dpimg = dpimg.astype('uint8')\n",
    "\n",
    "\n",
    "    # folder경로 지정해줘서 이미지 생성 \n",
    "    cv2.imwrite('./df_svd/df_orig_svd/real/df_real_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "    \n",
    "print('done saving real svd files')   \n",
    "\n",
    "df_fakeimgdir = glob('/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/test/fake/*/*')\n",
    "\n",
    "for idx, img in enumerate(df_fakeimgdir):\n",
    "    image = Image.open(img)\n",
    "    a = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(a, k, epsilon)\n",
    "    dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "    # folder 경로 지정해줘서 이미지 생성\n",
    "    cv2.imwrite('./df_svd/df_orig_svd/fake/df_fake_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "\n",
    "print('done saving fake svd files')\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "626b4fb0",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9ea31f0d",
   "metadata": {},
   "outputs": [],
   "source": [
    "from glob import glob\n",
    "\n",
    "k = 7\n",
    "epsilon = 0.01\n",
    "\n",
    "fake_mask_dir = glob('/media/data1/donggeun/masked_test/FaceForensics++/DeepFake/fake/*/*')\n",
    "real_mask_dir = glob('/media/data1/donggeun/masked_test/FaceForensics++/DeepFake/real/*/*')\n",
    "\n",
    "for idx, img in enumerate(fake_mask_dir):\n",
    "    image = Image.open(img)\n",
    "    fake_mask = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(fake_mask, k, epsilon)\n",
    "    \n",
    "    dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "    plt.imshow(dpimg)\n",
    "    cv2.imwrite('./df_svd/df_mask_svd/fake/df_mask_fake_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "\n",
    "print('Done saving fake mask svd images')\n",
    "    \n",
    "for idx, img in enumerate(real_mask_dir):\n",
    "    image = Image.open(img)\n",
    "    real_mask = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(real_mask, k, epsilon)\n",
    "    \n",
    "    dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "    plt.imshow(dpimg)\n",
    "    cv2.imwrite('./df_svd/df_mask_svd/real/df_mask_real_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "    \n",
    "print('Done saving real mask svd images')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "02ebcb95",
   "metadata": {},
   "outputs": [],
   "source": [
    "from glob import glob\n",
    "\n",
    "k = 7\n",
    "epsilon = 0.01\n",
    "\n",
    "df_imgdir = glob('/media/data1/donggeun/FF_original/FaceForensics++/DeepFake/test/real/*/*')\n",
    "\n",
    "for idx, img in enumerate(df_imgdir):\n",
    "    image = Image.open(img)\n",
    "    a = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(a, k, epsilon)\n",
    "    dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "    plt.imshow(dpimg)\n",
    "    cv2.imwrite('./df_svd/df_orig_svd/real/df_real_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "    \n",
    "print('done saving real svd files')   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e6c141bd",
   "metadata": {},
   "outputs": [],
   "source": [
    "### svd for real ppl with mask -> svd\n",
    "\n",
    "\n",
    "real_mask_dir = glob('/media/data1/donggeun/masked_test/FaceForensics++/DeepFake/real/*/*')\n",
    "\n",
    "\n",
    "for idx, img in enumerate(real_mask_dir):\n",
    "    image = Image.open(img)\n",
    "    real_mask = pillow_to_numpy(image)\n",
    "    dpimg = dp_svd(real_mask, k, epsilon)\n",
    "    \n",
    "    dpimg = dpimg.astype('uint8')\n",
    "    \n",
    "    plt.imshow(dpimg)\n",
    "    cv2.imwrite('./df_svd/df_mask_svd/real/df_mask_real_svd_{}.jpg'.format(idx),cv2.cvtColor(dpimg, cv2.COLOR_RGB2BGR))\n",
    "    \n",
    "print('Done saving real mask svd images')"
   ]
  }
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