{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h1>Deep Learning with Keras for High Accuracy Character Recognition  </h1>\n",
    "<hr>\n",
    "This is meant as an introduction to <a href=\"https://keras.io/\" target=_blank>Keras for deep learning</a>. Step-by-step instructions and code for doing character recognition on two datasets - <a href=\"https://github.com/mnielsen/neural-networks-and-deep-learning/tree/master/data\" target=_blank>MNIST</a> and <a href=\"https://scis.uohyd.ac.in/~chakcs/amit_73k.pkl\">TeluguOCR73K</a> - are provided on this page. The two datasets are provided in <a href=\"https://docs.python.org/2/library/pickle.html\" target=_blank>Pickle</a> serialised format. Both the datasets are divided into <em>training, validation</em> and <em>test</em> sets. You can download these two datasets for non-commercial use.\n",
    "<p>Also download the <a href=\"https://scis.uohyd.ac.in/~chakcs/cb_dataset_utils.py\" target=_blank>utilities code in python</a> before running the code in this notebook.</p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "warnings.simplefilter('ignore')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-08-16 13:28:46.739489: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:477] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n",
      "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n",
      "E0000 00:00:1755331126.821084   72924 cuda_dnn.cc:8310] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n",
      "E0000 00:00:1755331126.845849   72924 cuda_blas.cc:1418] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n",
      "2025-08-16 13:28:47.047048: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n",
      "To enable the following instructions: AVX2 FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n"
     ]
    }
   ],
   "source": [
    "# Import all the necessary modules for Deep Learning - uses Theano backend\n",
    "##########################################################################\n",
    "import numpy as np\n",
    "import pickle, gzip, os\n",
    "import cv2\n",
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras import layers\n",
    "from matplotlib.pyplot import imshow\n",
    "import cb_dataset_utils as dsu\n",
    "\n",
    "MNIST70K = '/usr/local/Datasets/mnist.pkl.gz'\n",
    "TELOCR73K = 'amit_73k.pkl'\n",
    "TELMAPFILE = 'HL-UNICODE.TXT'\n",
    "TELUGU_SCRIPT = True\n",
    "np.set_printoptions(suppress=True, precision=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "I0000 00:00:1755331143.484946   72924 gpu_device.cc:2022] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1730 MB memory:  -> device: 0, name: NVIDIA GeForce MX250, pci bus id: 0000:02:00.0, compute capability: 6.1\n"
     ]
    }
   ],
   "source": [
    "from tensorflow.compat.v1 import ConfigProto\n",
    "from tensorflow.compat.v1 import InteractiveSession\n",
    "\n",
    "config = ConfigProto()\n",
    "config.gpu_options.allow_growth = True\n",
    "session = InteractiveSession(config=config)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def TF_preprocess_data(X, Y, r, c, ch, cat=False, nc=0) :\n",
    "    newX = X.reshape((X.shape[0], r, c, ch))\n",
    "    if newX.max() > 1.0 :\n",
    "        newX /= 255.\n",
    "    newX = newX.astype('float32')\n",
    "    newY = Y.astype('int32')\n",
    "    if cat :\n",
    "        if nc == 0 :\n",
    "            print ('Warning: Number of classes = 0')\n",
    "        else :\n",
    "            newY = tf.keras.utils.to_categorical(Y, nc)\n",
    "\n",
    "    return newX, newY\n",
    "\n",
    "def make_telugu_dictionary(fname) :\n",
    "    fp = open(TELMAPFILE, 'r', encoding='utf-8', errors='ignore')\n",
    "    ttext = fp.read()\n",
    "    fp.close()\n",
    "    codelines = ttext.splitlines()\n",
    "    codes = codelines[0].split('\\t')\n",
    "    teldict = {codes[0]:codes[2]}\n",
    "    for i in range(1, len(codelines)) :\n",
    "        codes = codelines[i].split('\\t')\n",
    "        teldict[codes[0]] = codes[2]\n",
    "    print('Dictionary Size: ', len(teldict))\n",
    "    return teldict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training Set Shape:  (55000, 1024)\n",
      "Validation Set Shape:  (8000, 1024)\n",
      "Testing Set Shape:  (10000, 1024)\n",
      "Trg. Data Shape:  (55000, 32, 32, 1)\n",
      "Val. Data Shape:  (8000, 32, 32, 1)\n",
      "Test Data Shape:  (10000, 32, 32, 1)\n"
     ]
    }
   ],
   "source": [
    "# Read dataset into Training, Validation and Test sets.\n",
    "# Each set contains the input data and corresponding output class labels.\n",
    "##########################################################################\n",
    "ts, vs, xs = dsu.pickle_read_data(TELOCR73K, gz=False) # MNIST dataset\n",
    "                                        # For Telugu OCR, use km.TELOCR73K\n",
    "nrows = 32                              # Change to 32 for Telugu OCR\n",
    "ncols = 32                              # Change to 32 for Telugu OCR\n",
    "numclasses = 508                        # Num Classes; 508 for Telugu\n",
    "TELUGU_SCRIPT = True                    # Set this if using Telugu dataset\n",
    "# Preprocess data into required shapes for Keras layers\n",
    "td, tlab = TF_preprocess_data(ts[0], ts[1], \n",
    "                                 nrows, nrows, 1, \n",
    "                                 cat=True, nc=numclasses)\n",
    "vd, vlab = TF_preprocess_data(vs[0], vs[1], \n",
    "                                 nrows, ncols, 1, \n",
    "                                 cat=True, nc=numclasses)\n",
    "xd, xlab = TF_preprocess_data(xs[0], xs[1], \n",
    "                                 nrows, ncols, 1, \n",
    "                                 cat=True, nc=numclasses)\n",
    "print ('Trg. Data Shape: ', td.shape)\n",
    "print ('Val. Data Shape: ', vd.shape)\n",
    "print ('Test Data Shape: ', xd.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "I0000 00:00:1755331162.538913   72924 gpu_device.cc:2022] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1730 MB memory:  -> device: 0, name: NVIDIA GeForce MX250, pci bus id: 0000:02:00.0, compute capability: 6.1\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1mModel: \"sequential\"\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
       "┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n",
       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
       "│ conv2d (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Conv2D</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">28</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">28</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">36</span>)     │           <span style=\"color: #00af00; text-decoration-color: #00af00\">936</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ conv2d_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Conv2D</span>)               │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">26</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">26</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">12</span>)     │         <span style=\"color: #00af00; text-decoration-color: #00af00\">3,900</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ conv2d_2 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Conv2D</span>)               │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">24</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">24</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">24</span>)     │         <span style=\"color: #00af00; text-decoration-color: #00af00\">2,616</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ max_pooling2d (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">MaxPooling2D</span>)    │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">24</span>)       │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ flatten (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Flatten</span>)               │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">864</span>)            │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                   │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">64</span>)             │        <span style=\"color: #00af00; text-decoration-color: #00af00\">55,360</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">512</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">33,280</span> │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense_2 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">508</span>)            │       <span style=\"color: #00af00; text-decoration-color: #00af00\">260,604</span> │\n",
       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
       "</pre>\n"
      ],
      "text/plain": [
       "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
       "┃\u001b[1m \u001b[0m\u001b[1mLayer (type)                   \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape          \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m      Param #\u001b[0m\u001b[1m \u001b[0m┃\n",
       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
       "│ conv2d (\u001b[38;5;33mConv2D\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m36\u001b[0m)     │           \u001b[38;5;34m936\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ conv2d_1 (\u001b[38;5;33mConv2D\u001b[0m)               │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m26\u001b[0m, \u001b[38;5;34m26\u001b[0m, \u001b[38;5;34m12\u001b[0m)     │         \u001b[38;5;34m3,900\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ conv2d_2 (\u001b[38;5;33mConv2D\u001b[0m)               │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m24\u001b[0m, \u001b[38;5;34m24\u001b[0m, \u001b[38;5;34m24\u001b[0m)     │         \u001b[38;5;34m2,616\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ max_pooling2d (\u001b[38;5;33mMaxPooling2D\u001b[0m)    │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m6\u001b[0m, \u001b[38;5;34m6\u001b[0m, \u001b[38;5;34m24\u001b[0m)       │             \u001b[38;5;34m0\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ flatten (\u001b[38;5;33mFlatten\u001b[0m)               │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m864\u001b[0m)            │             \u001b[38;5;34m0\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense (\u001b[38;5;33mDense\u001b[0m)                   │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m)             │        \u001b[38;5;34m55,360\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense_1 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m512\u001b[0m)            │        \u001b[38;5;34m33,280\u001b[0m │\n",
       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
       "│ dense_2 (\u001b[38;5;33mDense\u001b[0m)                 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m508\u001b[0m)            │       \u001b[38;5;34m260,604\u001b[0m │\n",
       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">356,696</span> (1.36 MB)\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m Total params: \u001b[0m\u001b[38;5;34m356,696\u001b[0m (1.36 MB)\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">356,696</span> (1.36 MB)\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m356,696\u001b[0m (1.36 MB)\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None\n"
     ]
    }
   ],
   "source": [
    "# We build the deep network model here. The default model has\n",
    "#        one input layer (2D with input image size)\n",
    "#        two alternating convolution (3x3 filters) and max pooling layers\n",
    "#        one fully-connected layer\n",
    "#        one output layer (as many neurons as number of classes)\n",
    "##########################################################################\n",
    "lng_model = keras.Sequential()\n",
    "# km.build_default_model(lng_model, nrows, ncols, 1, numclasses)\n",
    "lng_model.add(layers.Conv2D(36, (5, 5), activation='relu', \n",
    "                            input_shape=(nrows, ncols, 1)))\n",
    "# lng_model.add(layers.MaxPooling2D(pool_size=(2, 2)))\n",
    "lng_model.add(layers.Conv2D(12, (3, 3), activation='tanh'))\n",
    "# lng_model.add(layers.MaxPooling2D(pool_size=(1, 1)))\n",
    "lng_model.add(layers.Conv2D(24, (3, 3), activation='relu'))\n",
    "lng_model.add(layers.MaxPooling2D(pool_size=(4, 4)))\n",
    "lng_model.add(layers.Flatten())\n",
    "lng_model.add(layers.Dense(64, activation='tanh'))\n",
    "lng_model.add(layers.Dense(512, activation='tanh'))\n",
    "lng_model.add(layers.Dense(numclasses, activation='softmax'))\n",
    "# End of Model definition\n",
    "\n",
    "print (lng_model.summary())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-08-16 13:29:29.946595: W external/local_xla/xla/tsl/framework/cpu_allocator_impl.cc:83] Allocation of 225280000 exceeds 10% of free system memory.\n",
      "2025-08-16 13:29:30.226236: W external/local_xla/xla/tsl/framework/cpu_allocator_impl.cc:83] Allocation of 225280000 exceeds 10% of free system memory.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/3\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n",
      "I0000 00:00:1755331171.677625   73038 service.cc:148] XLA service 0x7fe38800e7d0 initialized for platform CUDA (this does not guarantee that XLA will be used). Devices:\n",
      "I0000 00:00:1755331171.677759   73038 service.cc:156]   StreamExecutor device (0): NVIDIA GeForce MX250, Compute Capability 6.1\n",
      "2025-08-16 13:29:31.721710: I tensorflow/compiler/mlir/tensorflow/utils/dump_mlir_util.cc:268] disabling MLIR crash reproducer, set env var `MLIR_CRASH_REPRODUCER_DIRECTORY` to enable.\n",
      "I0000 00:00:1755331171.947755   73038 cuda_dnn.cc:529] Loaded cuDNN version 90800\n",
      "2025-08-16 13:29:33.388388: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[500,36,28,28]{3,2,1,0}, u8[0]{0}) custom-call(f32[500,1,32,32]{3,2,1,0}, f32[36,1,5,5]{3,2,1,0}, f32[36]{0}), window={size=5x5}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 13:29:33.522587: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[500,12,26,26]{3,2,1,0}, u8[0]{0}) custom-call(f32[500,36,28,28]{3,2,1,0}, f32[12,36,3,3]{3,2,1,0}, f32[12]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 13:29:35.179601: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[500,24,24,24]{3,2,1,0}, u8[0]{0}) custom-call(f32[500,12,26,26]{3,2,1,0}, f32[24,12,3,3]{3,2,1,0}, f32[24]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m  2/110\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m8s\u001b[0m 77ms/step - accuracy: 0.0205 - loss: 6.2136      "
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "I0000 00:00:1755331184.523981   73038 device_compiler.h:188] Compiled cluster using XLA!  This line is logged at most once for the lifetime of the process.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m110/110\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m22s\u001b[0m 76ms/step - accuracy: 0.2544 - loss: 4.0960\n",
      "Epoch 2/3\n",
      "\u001b[1m110/110\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m8s\u001b[0m 75ms/step - accuracy: 0.8779 - loss: 0.6065\n",
      "Epoch 3/3\n",
      "\u001b[1m110/110\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m8s\u001b[0m 76ms/step - accuracy: 0.9620 - loss: 0.2097\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<keras.src.callbacks.history.History at 0x7fe4bf8ed840>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# This is the training part. Model is trained for N epochs \n",
    "##########################################################################\n",
    "N = 3\n",
    "lng_model.compile(loss='categorical_crossentropy', \n",
    "                 optimizer='adam', metrics=['accuracy'])\n",
    "lng_model.fit(td, tlab, epochs=N, batch_size=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-08-16 13:30:37.828014: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[1000,36,28,28]{3,2,1,0}, u8[0]{0}) custom-call(f32[1000,1,32,32]{3,2,1,0}, f32[36,1,5,5]{3,2,1,0}, f32[36]{0}), window={size=5x5}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kRelu\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 13:30:38.017038: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[1000,12,26,26]{3,2,1,0}, u8[0]{0}) custom-call(f32[1000,36,28,28]{3,2,1,0}, f32[12,36,3,3]{3,2,1,0}, f32[12]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 13:30:40.539327: W external/local_xla/xla/tsl/framework/bfc_allocator.cc:378] Garbage collection: deallocate free memory regions (i.e., allocations) so that we can re-allocate a larger region to avoid OOM due to memory fragmentation. If you see this message frequently, you are running near the threshold of the available device memory and re-allocation may incur great performance overhead. You may try smaller batch sizes to observe the performance impact. Set TF_ENABLE_GPU_GARBAGE_COLLECTION=false if you'd like to disable this feature.\n",
      "2025-08-16 13:30:41.998492: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[1000,24,24,24]{3,2,1,0}, u8[0]{0}) custom-call(f32[1000,12,26,26]{3,2,1,0}, f32[24,12,3,3]{3,2,1,0}, f32[24]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kRelu\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m10/10\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 45ms/step - accuracy: 0.9720 - loss: 0.1429\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[0.14211486279964447, 0.972000002861023]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Evaluate the performance of the trained model on the test set\n",
    "##########################################################################\n",
    "lng_model.evaluate(xd, xlab, batch_size=1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dictionary Size:  476\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-08-16 14:34:58.238880: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[32,12,26,26]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,36,28,28]{3,2,1,0}, f32[12,36,3,3]{3,2,1,0}, f32[12]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 14:34:58.571923: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[32,24,24,24]{3,2,1,0}, u8[0]{0}) custom-call(f32[32,12,26,26]{3,2,1,0}, f32[24,12,3,3]{3,2,1,0}, f32[24]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kRelu\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\r",
      "\u001b[1m1/8\u001b[0m \u001b[32m━━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m9s\u001b[0m 1s/step"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-08-16 14:34:59.627349: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[1,12,26,26]{3,2,1,0}, u8[0]{0}) custom-call(f32[1,36,28,28]{3,2,1,0}, f32[12,36,3,3]{3,2,1,0}, f32[12]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kNone\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n",
      "2025-08-16 14:34:59.777820: I external/local_xla/xla/service/gpu/autotuning/conv_algorithm_picker.cc:557] Omitted potentially buggy algorithm eng14{} for conv (f32[1,24,24,24]{3,2,1,0}, u8[0]{0}) custom-call(f32[1,12,26,26]{3,2,1,0}, f32[24,12,3,3]{3,2,1,0}, f32[24]{0}), window={size=3x3}, dim_labels=bf01_oi01->bf01, custom_call_target=\"__cudnn$convBiasActivationForward\", backend_config={\"cudnn_conv_backend_config\":{\"activation_mode\":\"kRelu\",\"conv_result_scale\":1,\"leakyrelu_alpha\":0,\"side_input_scale\":0},\"force_earliest_schedule\":false,\"operation_queue_id\":\"0\",\"wait_on_operation_queues\":[]}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1m8/8\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 111ms/step\n",
      "Ground Truth: \n",
      "[['్మ' 'న' '్న' 'ం' 'దే' 'ఉ' 'జ' 'త' 'అ' 'గ' '్న' 'స' 'రూ' 'ల' 'వే']\n",
      " ['లో' 'వా' 'కూ' 'ను' 'లు' 'ం' 'ని' 'ె' 'దు' 'ర' 'గొ' 'క' 'ం' 'రా' 'ది']\n",
      " ['తీ' 'చా' 'రా' 'నా' 'కు' 'ల' 'ల' '్ట' '్న' 'ప' 'గా' 'క' '✔' 'నో' 'చే']\n",
      " ['నే' 'ర' 'డ' 'వి' 'దు' 'ని' 'ం' '్త' 'ద' 'తు' 'ఱ' '✔' 'ం' 'ం' 'హు']\n",
      " ['ఎ' 'ం' 'కు' 'కి' 'రి' 'గా' '్ర' 'రు' '్ప' 'వ' 'చి' 'ఉ' 'జ' 'లే' 'ం']\n",
      " ['ం' 'గా' 'చ' 'ని' 'రు' '✔' 'ి' 'పు' '్న' 'యి' 'మి' 'ల' 'ం' '✔' 'డ']\n",
      " ['్పు' 'ప' '్ష' 'ది' 'ే' 'డు' 'కా' 'య' 'ం' 'ం' '్త' 'ము' 'కు' 'తు' 'చి']\n",
      " ['ను' 'ం' '✔' 'చి' 'ము' 'తీ' 'ణు' 'అ' 'ని' '్త' 'ప' 'ం' 'న్' 'మూ' 'డి']\n",
      " ['వు' 'దా' '✔' 'దా' 'ది' 'వు' 'గో' 'సా' 'రి' 'న' 'య' '్ళ' 'ం' 'ప' 'గా']\n",
      " ['త' 'శా' 'య' 'లో' '్వ' 'ం' 'కి' 'స' '్ర' 'లే' 'త' 'ె' '✔' 'డి' 'య']\n",
      " ['కా' 'యి' 'శా' 'రి' 'బ' 'ే' 'రా' 'ట్' 'బీ' 'సు' 'నా' '్య' 'ం' '✔' 'న']\n",
      " ['ం' 'గి' 'ర' 'ం' 'క' 'ం' 'ట' 'డు' 'జ' 'క' 'శ' 'యా' 'మి' 'శా' 'చ']\n",
      " ['సు' 'ధ' '్న' 'ం' 'రె' '9' 'రు' 'ద' '్య' 'క' 'ం' 'ం' 'ం' 'ం' '✔']\n",
      " ['ి' '్ర' 'ను' 'స' 'ం' 'ం' 'దే' 'ను' 'క' 'దా' 'హా' 'కు' 'ల' 'ని' 'ర']\n",
      " ['క' 'వి' 'ం' 'ము' 'రా' 'జి' 'రా' '్న' '✔' 'కొ' 'ద' 'టు' 'ల్' 'క' 'గీ']]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Prediction:   \n",
      "[['్మ' 'న' '్న' 'ం' 'దే' 'ఉ' 'జ' 'త' 'అ' 'గ' '్న' 'స' 'రూ' 'ల' 'వే']\n",
      " ['లో' 'వా' 'కూ' 'ను' 'లు' 'ం' 'ని' 'ె' 'దు' 'ర' 'గొ' 'క' 'ం' 'రా' 'ది']\n",
      " ['తీ' 'చా' 'రా' 'నా' 'కు' 'ల' 'ల' '్ట' '్న' 'ప' 'గా' 'క' '✔' 'నో' 'చే']\n",
      " ['నే' 'ర' 'డ' 'వి' 'దు' 'ని' 'ం' '్త' 'ద' 'తు' 'ఱ' '✔' 'ం' 'ం' 'హు']\n",
      " ['ఎ' 'ం' 'కు' 'కి' 'రి' 'గా' '్ర' 'రు' '్ప' 'న' 'చి' 'ఉ' 'జ' 'లే' 'ం']\n",
      " ['ం' 'గా' 'చ' 'ని' 'రు' '✔' 'ి' 'పు' '్న' 'యి' 'మి' 'ల' 'ం' '✔' 'డ']\n",
      " ['్పు' 'ప' '్ష' 'ది' 'ే' 'డు' 'కా' 'య' 'ం' 'ం' '్త' 'ము' 'కు' 'తు' 'చి']\n",
      " ['ను' 'ం' '✔' 'చి' 'ము' 'రీ' 'ణు' 'అ' 'ని' '్త' 'ప' 'ం' 'న్' 'మూ' 'డి']\n",
      " ['వు' 'దా' '✔' 'దా' 'ది' 'వు' 'గో' 'సా' 'రి' 'న' 'య' '్ళ' 'ం' 'ప' 'గా']\n",
      " ['త' 'శా' 'య' 'లో' '్వ' 'ం' 'కి' 'స' '్ర' 'లే' 'త' 'ె' '✔' 'డి' 'య']\n",
      " ['కా' 'యి' 'శా' 'రి' 'బ' 'ే' 'రా' 'ట్' 'బీ' 'సు' 'నా' '్య' 'ం' '✔' 'న']\n",
      " ['ం' 'గి' 'ర' 'ం' 'క' 'ం' 'ట' 'డు' 'ణ' 'క' 'శ' 'యా' 'మి' 'శా' 'చ']\n",
      " ['సు' 'ధ' '్న' 'ం' 'రె' '9' 'రు' 'ద' '్య' 'క' 'ం' 'ం' 'ం' 'ం' '✔']\n",
      " ['ి' '్ర' 'ను' 'స' 'ం' 'ం' 'రే' 'ను' 'క' 'దా' 'హా' 'కు' 'ల' 'ని' 'ర']\n",
      " ['క' 'వి' 'ం' 'ము' 'రా' 'జి' 'రా' '్న' '✔' 'కొ' 'ద' 'టు' 'ల్' 'క' 'గీ']]\n"
     ]
    }
   ],
   "source": [
    "# Display a few images, their corresponding ground truth and predicted\n",
    "# labels.\n",
    "##########################################################################\n",
    "from PIL import Image\n",
    "\n",
    "tdict = make_telugu_dictionary('HL-UNICODE.TXT')\n",
    "nrows = 15\n",
    "ncols = 15\n",
    "nshow = nrows * ncols\n",
    "offset = 2050\n",
    "tmp = xd[offset:offset+nshow]\n",
    "if TELUGU_SCRIPT :\n",
    "    tmp = (1.0 - tmp) * 255\n",
    "else :\n",
    "    tmp = tmp * 255\n",
    "tmp = tmp.astype('uint8')\n",
    "# Image.fromarray(tmp_img).show()\n",
    "\n",
    "plab = lng_model.predict(xd[offset:offset+nshow])\n",
    "if TELUGU_SCRIPT :\n",
    "    gt = [tdict[str(np.argmax(xlab[lab]))] for lab in range(offset,offset+nshow)]\n",
    "    pv = [tdict[str(np.argmax(plab[lab]))] for lab in range(plab.shape[0])]\n",
    "    arr_type = 'str'\n",
    "else :\n",
    "    gt = [np.argmax(xlab[lab]) for lab in range(offset,offset+nshow)]\n",
    "    pv = [np.argmax(plab[lab]) for lab in range(plab.shape[0])]\n",
    "    arr_type = 'int32'\n",
    "    \n",
    "print ('Ground Truth: ')\n",
    "print (np.array(gt, dtype=arr_type).reshape((nrows,ncols)))\n",
    "tmp_img = dsu.tile_images(tmp, (nrows,ncols), tile_spacing=(6,16), display=True)\n",
    "print ('Prediction:   ')\n",
    "print (np.array(pv, dtype=arr_type).reshape((nrows,ncols)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "There are  4  errors -- too bad :-(\n",
      "Error at sample number:  69\n",
      "Predicted Label:  న   Actual Label:  వ\n",
      "Error at sample number:  110\n",
      "Predicted Label:  రీ   Actual Label:  తీ\n",
      "Error at sample number:  173\n",
      "Predicted Label:  ణ   Actual Label:  జ\n",
      "Error at sample number:  201\n",
      "Predicted Label:  రే   Actual Label:  దే\n"
     ]
    }
   ],
   "source": [
    "errs = dsu.compare_predictions(plab, xlab[offset:offset+nshow])\n",
    "if errs.shape[0] == 0 :\n",
    "    print('No Errors at all!!')\n",
    "else :\n",
    "    print('There are ', len(errs), ' errors -- too bad :-(')\n",
    "    for i in errs :\n",
    "        print('Error at sample number: ', i)\n",
    "        print('Predicted Label: ', pv[i], '  Actual Label: ', gt[i])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save the model if so desired.\n",
    "##########################################################################\n",
    "lng_model.save('tel_model.h5')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "tf.keras.backend.clear_session()"
   ]
  }
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