SLTP2.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import glob\n",
    "import math\n",
    "from skimage import io,color,feature,exposure\n",
    "from matplotlib import pyplot as plt\n",
    "from matplotlib.gridspec import GridSpec\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def SLTP2(image,scale1,scale2,row,col,thres):\n",
    "    \n",
    "    ltpmat1 = np.zeros(shape=(r-2,c-2),dtype=np.uint8)\n",
    "    ltpmat2 = np.zeros(shape=(r-2,c-2),dtype=np.uint8)\n",
    "    ltpmat3 = np.zeros(shape=(r-2,c-2),dtype=np.uint8)\n",
    "    ltpmat4 = np.zeros(shape=(r-2,c-2),dtype=np.uint8)\n",
    "\n",
    "    for i in range(1,row-1):\n",
    "        for j in range(1,col-1):\n",
    "            window = image[i-1:i+2,j-1:j+2]\n",
    "            a=window[1,1]-thres\n",
    "            b=window[1,1]+thres\n",
    "            binary1=window>=b\n",
    "            binary2=window<=a\n",
    "            ltpmat1[i-1,j-1] = (sum(sum(binary1*scale1)))\n",
    "            ltpmat2[i-1,j-1] = (sum(sum(binary2*scale1)))\n",
    "            ltpmat3[i-1,j-1] = (sum(sum(binary1*scale2)))\n",
    "            ltpmat4[i-1,j-1] = (sum(sum(binary2*scale2)))\n",
    "    \n",
    "    return ltpmat1,ltpmat2,ltpmat3,ltpmat4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def histogram(image,bins=256):\n",
    "    hist = np.zeros(shape=bins)\n",
    "    for i in range(image.shape[0]):\n",
    "        for j in range(image.shape[1]):\n",
    "            hist[image[i,j]]+=1\n",
    "    \n",
    "    return hist"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def SLTP2_feature_vector(image):\n",
    "    scale1 = np.array([[2,0,1],[0,0,0],[4,0,8]],dtype=np.uint8)\n",
    "    scale2 = np.array([[0,1,0],[2,0,8],[0,4,0]],dtype=np.uint8)\n",
    "    (r,c) = image.shape\n",
    "    threshold=5\n",
    "    ltpmat1,ltpmat2,ltpmat3,ltpmat4 = SLTP2(image,scale1,scale2,r,c,threshold)\n",
    "    ltph1 = histogram(ltpmat1,16)\n",
    "    ltph2 = histogram(ltpmat2,16)\n",
    "    ltph3 = histogram(ltpmat3,16)\n",
    "    ltph4 = histogram(ltpmat4,16)\n",
    "    return np.concatenate((ltph1,ltph2,ltph3,ltph4))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x2304 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "image = io.imread('orl_faces\\\\s01\\\\1.pgm')\n",
    "scale1 = np.array([[2,0,1],[0,0,0],[4,0,8]],dtype=np.uint8)\n",
    "scale2 = np.array([[0,1,0],[2,0,8],[0,4,0]],dtype=np.uint8)\n",
    "(r,c) = image.shape\n",
    "threshold=5\n",
    "ltp_image1,ltp_image2,ltp_image3,ltp_image4 = SLTP2(image,scale1,scale2,r,c,threshold)\n",
    "hist1 = histogram(ltp_image1,16)\n",
    "hist2 = histogram(ltp_image2,16)\n",
    "hist3 = histogram(ltp_image3,16)\n",
    "hist4 = histogram(ltp_image4,16)\n",
    "\n",
    "fig = plt.figure(figsize=(16,32))\n",
    "gs=GridSpec(5,4)\n",
    "\n",
    "ax1=fig.add_subplot(gs[0,0])\n",
    "ax2=fig.add_subplot(gs[0,1])\n",
    "ax3=fig.add_subplot(gs[0,2])\n",
    "ax4=fig.add_subplot(gs[0,3])\n",
    "ax5=fig.add_subplot(gs[1,:])\n",
    "ax6=fig.add_subplot(gs[2,:])\n",
    "ax7=fig.add_subplot(gs[3,:])\n",
    "ax8=fig.add_subplot(gs[4,:])\n",
    "\n",
    "\n",
    "ax1.set_title('LTP Image (Upper matrix) scale:a')\n",
    "ax1.imshow(ltp_image1,cmap='gray')\n",
    "ax1.set_yticklabels([])\n",
    "ax1.set_xticklabels([])\n",
    "\n",
    "ax2.set_title('LTP Image (Lower matrix) scale:a')\n",
    "ax2.imshow(ltp_image2,cmap='gray')\n",
    "ax2.set_yticklabels([])\n",
    "ax2.set_xticklabels([])\n",
    "\n",
    "ax3.set_title('LTP Image (Upper matrix) scale:b')\n",
    "ax3.imshow(ltp_image3,cmap='gray')\n",
    "ax3.set_yticklabels([])\n",
    "ax3.set_xticklabels([])\n",
    "\n",
    "ax4.set_title('LTP Image (Lower matrix) scale:b')\n",
    "ax4.imshow(ltp_image4,cmap='gray')\n",
    "ax4.set_yticklabels([])\n",
    "ax4.set_xticklabels([])\n",
    "\n",
    "ax5.bar(range(0,16),hist1)\n",
    "ax5.set_xlabel('Intensity Values')\n",
    "ax5.set_ylabel('Frequency')\n",
    "ax5.set_xticks(np.arange(0,16))\n",
    "ax5.set_title('LTP Histogram (Upper matrix) scale:a')\n",
    "\n",
    "ax6.bar(range(0,16),hist2)\n",
    "ax6.set_xlabel('Intensity Values')\n",
    "ax6.set_ylabel('Frequency')\n",
    "ax6.set_xticks(np.arange(0,16))\n",
    "ax6.set_title('LTP Histogram (Lower matrix) scale:a')\n",
    "\n",
    "ax7.bar(range(0,16),hist3)\n",
    "ax7.set_xlabel('Intensity Values')\n",
    "ax7.set_ylabel('Frequency')\n",
    "ax7.set_xticks(np.arange(0,16))\n",
    "ax7.set_title('LTP Histogram (Upper matrix) scale:b')\n",
    "\n",
    "ax8.bar(range(0,16),hist4)\n",
    "ax8.set_xlabel('Intensity Values')\n",
    "ax8.set_ylabel('Frequency')\n",
    "ax8.set_xticks(np.arange(0,16))\n",
    "ax8.set_title('LTP Histogram (Lower matrix) scale:b')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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    },
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "processing image :  353 :  orl_faces\\s36\\2.pgm\n",
      "processing image :  354 :  orl_faces\\s36\\3.pgm\n",
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      "processing image :  400 :  orl_faces\\s40\\9.pgm\n"
     ]
    }
   ],
   "source": [
    "sltp2_feature_matrix = []\n",
    "k=1\n",
    "for img_file in glob.glob(\"orl_faces\\\\**\\\\*.pgm\"):\n",
    "    print(\"processing image : \",k,\": \",img_file)\n",
    "    image = io.imread(img_file)\n",
    "    sltp2_feature_matrix.append(SLTP2_feature_vector(image))\n",
    "    k+=1\n",
    "    \n",
    "np.savetxt(\"CSV\\\\orl_faces_SLTP2_FeatureMatrix.csv\",sltp2_feature_matrix,fmt='%f',delimiter=\",\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "def cityBlockDistance(feature_matrix):\n",
    "    (row,col)=np.shape(feature_matrix)\n",
    "    city_block_distance_matrix = np.zeros(shape=(row,row),dtype=np.float)\n",
    "    for i in range(row):\n",
    "        for j in range(i+1,row):\n",
    "            city_block_distance_matrix[i,j] = city_block_distance_matrix[j,i] = sum(np.abs(feature_matrix[i]-feature_matrix[j]))\n",
    "    return city_block_distance_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "def euclideanDistance(feature_matrix):\n",
    "    (row,col)=np.shape(feature_matrix)\n",
    "    euclidean_distance_matrix = np.zeros(shape=(row,row),dtype=np.float)\n",
    "    for i in range(row):\n",
    "        for j in range(i+1,row):\n",
    "            euclidean_distance_matrix[i,j] = euclidean_distance_matrix[j,i] = math.sqrt(sum(np.square(feature_matrix[i]-feature_matrix[j])))\n",
    "    return euclidean_distance_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def d1Distance(feature_matrix):\n",
    "    (row,col)=np.shape(feature_matrix)\n",
    "    d1_distance_matrix = np.zeros(shape=(row,row),dtype=np.float)\n",
    "    for i in range(row):\n",
    "        for j in range(i+1,row):\n",
    "            d1_distance_matrix[i,j] = d1_distance_matrix[j,i] = sum(abs((feature_matrix[i]-feature_matrix[j])/(1+feature_matrix[i]+feature_matrix[j])))\n",
    "    return d1_distance_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "city_block_distance_matrix = cityBlockDistance(np.array(sltp2_feature_matrix,dtype=np.double))\n",
    "euclidean_distance_matrix = euclideanDistance(np.array(sltp2_feature_matrix,dtype=np.double))\n",
    "d1_distance_matrix = d1Distance(np.array(sltp2_feature_matrix,dtype=np.double))\n",
    "\n",
    "np.savetxt(\"CSV\\\\sltp2_distance\\\\orl_faces_sltp2_CityBlockDistanceMatrix.csv\",city_block_distance_matrix,fmt='%f',delimiter=\",\")\n",
    "np.savetxt(\"CSV\\\\sltp2_distance\\\\orl_faces_sltp2_EuclideanDistanceMatrix.csv\",euclidean_distance_matrix,fmt='%f',delimiter=\",\")\n",
    "np.savetxt(\"CSV\\\\sltp2_distance\\\\orl_faces_sltp2_D1DistanceMatrix.csv\",d1_distance_matrix,fmt='%f',delimiter=\",\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "def averagePrecision(distance_matrix,classes,retrive_images,relevant_images_DB):\n",
    "    \n",
    "    class_precision = [0]*classes\n",
    "    \n",
    "    i=0\n",
    "    for distmat in distance_matrix:\n",
    "        relevant_images=sum(np.floor(np.argsort(distmat)[:retrive_images]/relevant_images_DB)==math.floor(i/relevant_images_DB))\n",
    "        class_precision[math.floor(i/relevant_images_DB)]+=relevant_images/retrive_images\n",
    "        l=i\n",
    "        i=i+1;\n",
    "        if math.floor(i/relevant_images_DB)!=math.floor(l/relevant_images_DB):\n",
    "            class_precision[math.floor(l/relevant_images_DB)]/=relevant_images_DB\n",
    "            \n",
    "    class_precision*=100\n",
    "    average_precision = sum(class_precision)/classes\n",
    "    \n",
    "    return class_precision,average_precision"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "def averageRecall(distance_matrix,classes,retrive_images,relevant_images_DB):\n",
    "    \n",
    "    class_recall = [0]*classes\n",
    "    \n",
    "    i=0\n",
    "    for distmat in distance_matrix:\n",
    "        relevant_images=sum(np.floor(np.argsort(distmat)[:retrive_images]/relevant_images_DB)==math.floor(i/relevant_images_DB))\n",
    "        class_recall[math.floor(i/relevant_images_DB)]+=relevant_images/relevant_images_DB\n",
    "        l=i\n",
    "        i=i+1;\n",
    "        if math.floor(i/relevant_images_DB)!=math.floor(l/relevant_images_DB):\n",
    "            class_recall[math.floor(l/relevant_images_DB)]/=relevant_images_DB\n",
    "    class_recall*=100\n",
    "    average_recall = sum(class_recall)/classes\n",
    "    return class_recall,average_recall"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "City Block Average Precision: 23.116666666666884%\n",
      "City Block Average Recall: 69.35000000000048%\n",
      "Euclidean Average Precision: 21.199999999999328%\n",
      "Euclidean Average Recall: 63.60000000000008%\n",
      "D1 Average Precision: 23.849999999999973%\n",
      "D1 Average Recall: 71.5500000000001%\n"
     ]
    }
   ],
   "source": [
    "classes = 40\n",
    "retrive_images = 30\n",
    "relevant_images_DB = 10\n",
    "\n",
    "city_block_class_precision,city_block_average_precision = averagePrecision(city_block_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "city_block_class_recall,city_block_average_recall = averageRecall(city_block_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "\n",
    "euclidean_class_precision,euclidean_average_precision = averagePrecision(euclidean_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "euclidean_class_recall,euclidean_average_recall = averageRecall(euclidean_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "\n",
    "d1_class_precision,d1_average_precision = averagePrecision(d1_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "d1_class_recall,d1_average_recall = averageRecall(d1_distance_matrix,classes,retrive_images,relevant_images_DB)\n",
    "print('City Block Average Precision: '+str(city_block_average_precision)+'%')\n",
    "print('City Block Average Recall: '+str(city_block_average_recall)+'%')\n",
    "print('Euclidean Average Precision: '+str(euclidean_average_precision)+'%')\n",
    "print('Euclidean Average Recall: '+str(euclidean_average_recall)+'%')\n",
    "print('D1 Average Precision: '+str(d1_average_precision)+'%')\n",
    "print('D1 Average Recall: '+str(d1_average_recall)+'%')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n_groups = 40\n",
    " \n",
    "fig, ax = plt.subplots(figsize=(15, 5))\n",
    "\n",
    "index = np.arange(n_groups)\n",
    "bar_width = 0.25\n",
    "opacity = 0.8\n",
    " \n",
    "rects1 = plt.bar(index, city_block_class_precision[0:40], bar_width, alpha=opacity, color='b', label='City Block Distance')\n",
    "rects2 = plt.bar(index + bar_width, euclidean_class_precision[0:40], bar_width, alpha=opacity, color='y', label='Euclidean Distance')\n",
    "rects3 = plt.bar(index + 2*bar_width, d1_class_precision[0:40], bar_width, alpha=opacity, color='r', label='D1 Distance')\n",
    " \n",
    "plt.xlabel('Classes')\n",
    "plt.ylabel('Precision')\n",
    "plt.title('Class wise precisions for different distances')\n",
    "plt.xticks(index + bar_width, range(1,41))\n",
    "plt.legend()\n",
    " \n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n_groups = 40\n",
    " \n",
    "fig, ax = plt.subplots(figsize=(15, 5))\n",
    "\n",
    "index = np.arange(n_groups)\n",
    "bar_width = 0.25\n",
    "opacity = 0.8\n",
    " \n",
    "rects1 = plt.bar(index, city_block_class_recall[0:40], bar_width, alpha=opacity, color='b', label='City Block Distance')\n",
    "rects2 = plt.bar(index + bar_width, euclidean_class_recall[0:40], bar_width, alpha=opacity, color='y', label='Euclidean Distance')\n",
    "rects3 = plt.bar(index + 2*bar_width, d1_class_recall[0:40], bar_width, alpha=opacity, color='r', label='D1 Distance')\n",
    " \n",
    "plt.xlabel('Classes')\n",
    "plt.ylabel('Recall')\n",
    "plt.title('Class wise recall rate for different distances')\n",
    "plt.xticks(index + bar_width, range(1,41))\n",
    "plt.legend()\n",
    " \n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "distances = ('City Block','Euclidean','D1')\n",
    "y_pos = np.arange(len(distances))\n",
    "average_precisions = [city_block_average_precision,euclidean_average_precision,d1_average_precision]\n",
    "plt.figure(figsize=(10,5))\n",
    "plt.bar(y_pos, average_precisions,0.2 ,align='center')\n",
    "plt.xticks(y_pos, distances)\n",
    "plt.ylabel('Average Precision')\n",
    "plt.title('Comparision of average precisions using different distance formulae')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "average_recalls = [city_block_average_recall,euclidean_average_recall,d1_average_recall]\n",
    "plt.figure(figsize=(10,5))\n",
    "plt.bar(y_pos, average_recalls,0.2 ,align='center')\n",
    "plt.xticks(y_pos, distances)\n",
    "plt.ylabel('Average Recall Rate')\n",
    "plt.title('Comparision of average recall rate using different distance formulae')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "city_block_average_precisions = []\n",
    "city_block_average_recalls = []\n",
    "euclidean_average_precisions = []\n",
    "euclidean_average_recalls = []\n",
    "d1_average_precisions = []\n",
    "d1_average_recalls = []\n",
    "for retrive_images in range(10,101,10):\n",
    "    city_block_average_precisions.append(averagePrecision(city_block_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    city_block_average_recalls.append(averageRecall(city_block_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    euclidean_average_precisions.append(averagePrecision(euclidean_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    euclidean_average_recalls.append(averageRecall(euclidean_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    d1_average_precisions.append(averagePrecision(d1_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    d1_average_recalls.append(averageRecall(d1_distance_matrix,classes,retrive_images,relevant_images_DB)[1])\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(15,8))\n",
    "gs=GridSpec(1,2)\n",
    "index = range(10,101,10)\n",
    "ax1=fig.add_subplot(gs[0,0])\n",
    "ax2=fig.add_subplot(gs[0,1])\n",
    "\n",
    "ax1.plot(index,city_block_average_precisions,'-g.',label='City Block')\n",
    "ax1.plot(index,euclidean_average_precisions,'-r.',label='Euclidean')\n",
    "ax1.plot(index,d1_average_precisions,'-b.',label='D1')\n",
    "ax1.set_xlabel('Number of retrive images')\n",
    "ax1.set_ylabel('Precision')\n",
    "ax1.set_title('Average Precision for different numbers of retrival images')\n",
    "ax1.set_xticks(range(10,101,10))\n",
    "ax1.set_yticks(np.arange(math.floor(min(min(d1_average_precisions),min(euclidean_average_precisions),min(city_block_average_precisions))), max(max(d1_average_precisions),max(euclidean_average_precisions),max(city_block_average_precisions))+1, 5.0))\n",
    "ax1.grid()\n",
    "ax1.legend()\n",
    "\n",
    "ax2.plot(index,city_block_average_recalls,'-g.',label='City Block')\n",
    "ax2.plot(index,euclidean_average_recalls,'-r.',label='Euclidean')\n",
    "ax2.plot(index,d1_average_recalls,'-b.',label='D1')\n",
    "ax2.set_xlabel('Number of retrive images')\n",
    "ax2.set_ylabel('Recall Rate')\n",
    "ax2.set_title('Average Recall Rate for different numbers of retrival images')\n",
    "ax2.set_xticks(range(10,101,10))\n",
    "ax2.set_yticks(np.arange(math.floor(min(min(d1_average_recalls),min(euclidean_average_recalls),min(city_block_average_recalls))), max(max(d1_average_recalls),max(euclidean_average_recalls),max(city_block_average_recalls))+1, 5.0))\n",
    "ax2.grid()\n",
    "ax2.legend()\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Enter an image: (0-399):223\n"
     ]
    }
   ],
   "source": [
    "query=int(input(\"Enter an image: (0-399):\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "User Given Image:-\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Supreet\\Anaconda3\\lib\\site-packages\\matplotlib\\figure.py:445: UserWarning: Matplotlib is currently using module://ipykernel.pylab.backend_inline, which is a non-GUI backend, so cannot show the figure.\n",
      "  % get_backend())\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x576 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "queryclass=math.floor(query/10)\n",
    "queryimg=query%10\n",
    "queryimage=io.imread(\"orl_faces\\\\s\"+str(queryclass+1).zfill(2)+\"\\\\\"+str(queryimg)+\".pgm\")\n",
    "\n",
    "query_sltp2_feature=SLTP2_feature_vector(queryimage)\n",
    "\n",
    "sltp2_feature_matrix=np.array(sltp2_feature_matrix,dtype=np.double)\n",
    "distance_matrix_city_block=np.zeros(shape=(sltp2_feature_matrix.shape[0]),dtype=np.double)\n",
    "for i in range(sltp2_feature_matrix.shape[0]):\n",
    "    distance_matrix_city_block[i]=sum(np.abs(query_sltp2_feature-sltp2_feature_matrix[i]))\n",
    "\n",
    "best=8\n",
    "bestimgs=np.argsort(distance_matrix_city_block)[:best]\n",
    "classes=np.floor(bestimgs/10).astype(np.intc)+1\n",
    "imgs=bestimgs%10\n",
    "\n",
    "retrieve_images=[]\n",
    "for i in range(best):\n",
    "    image=io.imread(\"orl_faces\\\\s\"+str(classes[i]).zfill(2)+\"\\\\\"+str(imgs[i])+\".pgm\")\n",
    "    retrieve_images.append(image)\n",
    "    \n",
    "print(\"User Given Image:-\")\n",
    "\n",
    "fig = plt.figure(figsize=(8,8))\n",
    "gs=GridSpec(int(math.floor(best/4))+1,4)\n",
    "\n",
    "ax1=fig.add_subplot(gs[0,:])\n",
    "ax1.imshow(queryimage,cmap='gray')\n",
    "ax1.set_yticklabels([])\n",
    "ax1.set_xticklabels([])\n",
    "\n",
    "for i in range(best):\n",
    "    ax=fig.add_subplot(gs[math.floor(i/4)+1,i%4])\n",
    "    ax.imshow(retrieve_images[i],cmap='gray')\n",
    "    ax.set_yticklabels([])\n",
    "    ax.set_xticklabels([])\n",
    "\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}