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@nttuan8
Created June 16, 2019 12:23
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\DELL\\Anaconda3\\lib\\site-packages\\h5py\\__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n",
" from ._conv import register_converters as _register_converters\n",
"Using TensorFlow backend.\n"
]
}
],
"source": [
"# Thêm thư viện\n",
"import numpy as np\n",
"from numpy import array\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"import string\n",
"import os\n",
"from PIL import Image\n",
"import glob\n",
"from pickle import dump, load\n",
"from time import time\n",
"\n",
"from keras.preprocessing import sequence\n",
"from keras.models import Sequential\n",
"from keras.layers import LSTM, Embedding, TimeDistributed, Dense, RepeatVector,\\\n",
" Activation, Flatten, Reshape, concatenate, Dropout, BatchNormalization\n",
"from keras.optimizers import Adam, RMSprop\n",
"from keras.layers.wrappers import Bidirectional\n",
"from keras.layers.merge import add\n",
"from keras.applications.inception_v3 import InceptionV3\n",
"from keras.preprocessing import image\n",
"from keras.models import Model\n",
"from keras import Input, layers\n",
"from keras import optimizers\n",
"from keras.applications.inception_v3 import preprocess_input\n",
"from keras.preprocessing.text import Tokenizer\n",
"from keras.preprocessing.sequence import pad_sequences\n",
"from keras.utils import to_categorical"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"1000268201_693b08cb0e.jpg#0\tA child in a pink dress is climbing up a set of stairs in an entry way .\n",
"1000268201_693b08cb0e.jpg#1\tA girl going into a wooden building .\n",
"1000268201_693b08cb0e.jpg#2\tA little girl climbing into a wooden playhouse .\n",
"1000268201_693b08cb0e.jpg#3\tA little girl climbing the s\n"
]
}
],
"source": [
"# Đọc file các caption\n",
"def load_doc(filename):\n",
"\t# open the file as read only\n",
"\tfile = open(filename, 'r')\n",
"\t# read all text\n",
"\ttext = file.read()\n",
"\t# close the file\n",
"\tfile.close()\n",
"\treturn text\n",
"\n",
"filename = \"Flickr8k/Flickr8k_text/Flickr8k.token.txt\"\n",
"\n",
"doc = load_doc(filename)\n",
"print(doc[:300])"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Loaded: 8092 \n"
]
}
],
"source": [
"# Lưu caption dưới dạng key value: id_image : ['caption 1', 'caption 2', 'caption 3',' caption 4', 'caption 5']\n",
"def load_descriptions(doc):\n",
"\tmapping = dict()\n",
"\t# process lines\n",
"\tfor line in doc.split('\\n'):\n",
"\t\t# split line by white space\n",
"\t\ttokens = line.split()\n",
"\t\tif len(line) < 2:\n",
"\t\t\tcontinue\n",
"\t\t# take the first token as the image id, the rest as the description\n",
"\t\timage_id, image_desc = tokens[0], tokens[1:]\n",
"\t\t# extract filename from image id\n",
"\t\timage_id = image_id.split('.')[0]\n",
"\t\t# convert description tokens back to string\n",
"\t\timage_desc = ' '.join(image_desc)\n",
"\t\t# create the list if needed\n",
"\t\tif image_id not in mapping:\n",
"\t\t\tmapping[image_id] = list()\n",
"\t\t# store description\n",
"\t\tmapping[image_id].append(image_desc)\n",
"\treturn mapping\n",
"\n",
"descriptions = load_descriptions(doc)\n",
"print('Loaded: %d ' % len(descriptions))"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['A child in a pink dress is climbing up a set of stairs in an entry way .',\n",
" 'A girl going into a wooden building .',\n",
" 'A little girl climbing into a wooden playhouse .',\n",
" 'A little girl climbing the stairs to her playhouse .',\n",
" 'A little girl in a pink dress going into a wooden cabin .']"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"descriptions['1000268201_693b08cb0e']"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"# Preprocessing text\n",
"def clean_descriptions(descriptions):\n",
"\t# prepare translation table for removing punctuation\n",
"\ttable = str.maketrans('', '', string.punctuation)\n",
"\tfor key, desc_list in descriptions.items():\n",
"\t\tfor i in range(len(desc_list)):\n",
"\t\t\tdesc = desc_list[i]\n",
"\t\t\t# tokenize\n",
"\t\t\tdesc = desc.split()\n",
"\t\t\t# convert to lower case\n",
"\t\t\tdesc = [word.lower() for word in desc]\n",
"\t\t\t# remove punctuation from each token\n",
"\t\t\tdesc = [w.translate(table) for w in desc]\n",
"\t\t\t# remove hanging 's' and 'a'\n",
"\t\t\tdesc = [word for word in desc if len(word)>1]\n",
"\t\t\t# remove tokens with numbers in them\n",
"\t\t\tdesc = [word for word in desc if word.isalpha()]\n",
"\t\t\t# store as string\n",
"\t\t\tdesc_list[i] = ' '.join(desc)\n",
"\n",
"# clean descriptions\n",
"clean_descriptions(descriptions)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['child in pink dress is climbing up set of stairs in an entry way',\n",
" 'girl going into wooden building',\n",
" 'little girl climbing into wooden playhouse',\n",
" 'little girl climbing the stairs to her playhouse',\n",
" 'little girl in pink dress going into wooden cabin']"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"descriptions['1000268201_693b08cb0e']"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"# Lưu description xuống file\n",
"def save_descriptions(descriptions, filename):\n",
"\tlines = list()\n",
"\tfor key, desc_list in descriptions.items():\n",
"\t\tfor desc in desc_list:\n",
"\t\t\tlines.append(key + ' ' + desc)\n",
"\tdata = '\\n'.join(lines)\n",
"\tfile = open(filename, 'w')\n",
"\tfile.write(data)\n",
"\tfile.close()\n",
"\n",
"save_descriptions(descriptions, 'descriptions.txt')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Dataset: 6000\n"
]
}
],
"source": [
"# Lấy id ảnh tương ứng với dữ liệu train, test, dev\n",
"def load_set(filename):\n",
"\tdoc = load_doc(filename)\n",
"\tdataset = list()\n",
"\t# process line by line\n",
"\tfor line in doc.split('\\n'):\n",
"\t\t# skip empty lines\n",
"\t\tif len(line) < 1:\n",
"\t\t\tcontinue\n",
"\t\t# get the image identifier\n",
"\t\tidentifier = line.split('.')[0]\n",
"\t\tdataset.append(identifier)\n",
"\treturn set(dataset)\n",
"\n",
"# load training dataset (6K)\n",
"filename = 'Flickr8k/Flickr8k_text/Flickr_8k.trainImages.txt'\n",
"train = load_set(filename)\n",
"print('Dataset: %d' % len(train))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"# Folder chứa dữ ảnh\n",
"images = 'Flickr8k/Flicker8k_Dataset/'\n",
"# Lấy lấy các ảnh jpg trong thư mục\n",
"img = glob.glob(images + '*.jpg')"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"# File chứa các id ảnh để train\n",
"train_images_file = 'Flickr8k/Flickr8k_text/Flickr_8k.trainImages.txt'\n",
"# Read the train image names in a set\n",
"train_images = set(open(train_images_file, 'r').read().strip().split('\\n'))\n",
"\n",
"# Create a list of all the training images with their full path names\n",
"train_img = []\n",
"\n",
"for i in img: # img is list of full path names of all images\n",
" if i[len(images):] in train_images: # Check if the image belongs to training set\n",
" train_img.append(i) # Add it to the list of train images"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"# File chứa các id ảnh để test\n",
"test_images_file = 'Flickr8k/Flickr8k_text/Flickr_8k.testImages.txt'\n",
"# Read the validation image names in a set# Read the test image names in a set\n",
"test_images = set(open(test_images_file, 'r').read().strip().split('\\n'))\n",
"\n",
"# Create a list of all the test images with their full path names\n",
"test_img = []\n",
"\n",
"for i in img: # img is list of full path names of all images\n",
" if i[len(images):] in test_images: # Check if the image belongs to test set\n",
" test_img.append(i) # Add it to the list of test images"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Descriptions: train=6000\n"
]
}
],
"source": [
"# Thêm 'startseq', 'endseq' cho chuỗi\n",
"def load_clean_descriptions(filename, dataset):\n",
"\t# load document\n",
"\tdoc = load_doc(filename)\n",
"\tdescriptions = dict()\n",
"\tfor line in doc.split('\\n'):\n",
"\t\t# split line by white space\n",
"\t\ttokens = line.split()\n",
"\t\t# split id from description\n",
"\t\timage_id, image_desc = tokens[0], tokens[1:]\n",
"\t\t# skip images not in the set\n",
"\t\tif image_id in dataset:\n",
"\t\t\t# create list\n",
"\t\t\tif image_id not in descriptions:\n",
"\t\t\t\tdescriptions[image_id] = list()\n",
"\t\t\t# wrap description in tokens\n",
"\t\t\tdesc = 'startseq ' + ' '.join(image_desc) + ' endseq'\n",
"\t\t\t# store\n",
"\t\t\tdescriptions[image_id].append(desc)\n",
"\treturn descriptions\n",
"\n",
"# descriptions\n",
"train_descriptions = load_clean_descriptions('descriptions.txt', train)\n",
"print('Descriptions: train=%d' % len(train_descriptions))"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"# Load ảnh, resize về khích thước mà Inception v3 yêu cầu.\n",
"def preprocess(image_path):\n",
" # Convert all the images to size 299x299 as expected by the inception v3 model\n",
" img = image.load_img(image_path, target_size=(299, 299))\n",
" # Convert PIL image to numpy array of 3-dimensions\n",
" x = image.img_to_array(img)\n",
" # Add one more dimension\n",
" x = np.expand_dims(x, axis=0)\n",
" # preprocess the images using preprocess_input() from inception module\n",
" x = preprocess_input(x)\n",
" return x"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"# Load the inception v3 model\n",
"model = InceptionV3(weights='imagenet')"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"# Tạo model mới, bỏ layer cuối từ inception v3\n",
"model_new = Model(model.input, model.layers[-2].output)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"# Image embedding thành vector (2048, )\n",
"def encode(image):\n",
" image = preprocess(image) # preprocess the image\n",
" fea_vec = model_new.predict(image) # Get the encoding vector for the image\n",
" fea_vec = np.reshape(fea_vec, fea_vec.shape[1]) # reshape from (1, 2048) to (2048, )\n",
" return fea_vec"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Time taken in seconds = 251.64085340499878\n"
]
}
],
"source": [
"# Gọi hàm encode với các ảnh trong traning set\n",
"start = time()\n",
"encoding_train = {}\n",
"for img in train_img:\n",
" encoding_train[img[len(images):]] = encode(img)\n",
"print(\"Time taken in seconds =\", time()-start)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"# Lưu image embedding lại\n",
"with open(\"Flickr8k/Pickle/encoded_train_images.pkl\", \"wb\") as encoded_pickle:\n",
" dump(encoding_train, encoded_pickle)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Time taken in seconds = 42.24567270278931\n"
]
}
],
"source": [
"# Encode test image\n",
"start = time()\n",
"encoding_test = {}\n",
"for img in test_img:\n",
" encoding_test[img[len(images):]] = encode(img)\n",
"print(\"Time taken in seconds =\", time()-start)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"# Save the bottleneck test features to disk\n",
"with open(\"Flickr8k/Pickle/encoded_test_images.pkl\", \"wb\") as encoded_pickle:\n",
" dump(encoding_test, encoded_pickle)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Photos: train=6000\n"
]
}
],
"source": [
"train_features = load(open(\"Flickr8k/Pickle/encoded_train_images.pkl\", \"rb\"))\n",
"print('Photos: train=%d' % len(train_features))"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"30000"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Tạo list các training caption\n",
"all_train_captions = []\n",
"for key, val in train_descriptions.items():\n",
" for cap in val:\n",
" all_train_captions.append(cap)\n",
"len(all_train_captions)"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"preprocessed words 7578 -> 1651\n"
]
}
],
"source": [
"# Chỉ lấy các từ xuất hiện trên 10 lần\n",
"word_count_threshold = 10\n",
"word_counts = {}\n",
"nsents = 0\n",
"for sent in all_train_captions:\n",
" nsents += 1\n",
" for w in sent.split(' '):\n",
" word_counts[w] = word_counts.get(w, 0) + 1\n",
"\n",
"vocab = [w for w in word_counts if word_counts[w] >= word_count_threshold]\n",
"print('preprocessed words %d -> %d' % (len(word_counts), len(vocab)))"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"ixtoword = {}\n",
"wordtoix = {}\n",
"\n",
"ix = 1\n",
"for w in vocab:\n",
" wordtoix[w] = ix\n",
" ixtoword[ix] = w\n",
" ix += 1"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"1652"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"vocab_size = len(ixtoword) + 1 # Thêm 1 cho từ dùng để padding\n",
"vocab_size"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Description Length: 34\n"
]
}
],
"source": [
"# convert a dictionary of clean descriptions to a list of descriptions\n",
"def to_lines(descriptions):\n",
"\tall_desc = list()\n",
"\tfor key in descriptions.keys():\n",
"\t\t[all_desc.append(d) for d in descriptions[key]]\n",
"\treturn all_desc\n",
"\n",
"# calculate the length of the description with the most words\n",
"def max_length(descriptions):\n",
"\tlines = to_lines(descriptions)\n",
"\treturn max(len(d.split()) for d in lines)\n",
"\n",
"# determine the maximum sequence length\n",
"max_length = max_length(train_descriptions)\n",
"print('Description Length: %d' % max_length)"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"# data generator cho việc train theo từng batch model.fit_generator()\n",
"def data_generator(descriptions, photos, wordtoix, max_length, num_photos_per_batch):\n",
" X1, X2, y = list(), list(), list()\n",
" n=0\n",
" # loop for ever over images\n",
" while 1:\n",
" for key, desc_list in descriptions.items():\n",
" n+=1\n",
" # retrieve the photo feature\n",
" photo = photos[key+'.jpg']\n",
" for desc in desc_list:\n",
" # encode the sequence\n",
" seq = [wordtoix[word] for word in desc.split(' ') if word in wordtoix]\n",
" # split one sequence into multiple X, y pairs\n",
" for i in range(1, len(seq)):\n",
" # split into input and output pair\n",
" in_seq, out_seq = seq[:i], seq[i]\n",
" # pad input sequence\n",
" in_seq = pad_sequences([in_seq], maxlen=max_length)[0]\n",
" # encode output sequence\n",
" out_seq = to_categorical([out_seq], num_classes=vocab_size)[0]\n",
" # store\n",
" X1.append(photo)\n",
" X2.append(in_seq)\n",
" y.append(out_seq)\n",
" # yield the batch data\n",
" if n==num_photos_per_batch:\n",
" yield [[array(X1), array(X2)], array(y)]\n",
" X1, X2, y = list(), list(), list()\n",
" n=0"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Found 400000 word vectors.\n"
]
}
],
"source": [
"# Load Glove model\n",
"glove_dir = ''\n",
"embeddings_index = {} # empty dictionary\n",
"f = open(os.path.join(glove_dir, 'glove.6B.200d.txt'), encoding=\"utf-8\")\n",
"\n",
"for line in f:\n",
" values = line.split()\n",
" word = values[0]\n",
" coefs = np.asarray(values[1:], dtype='float32')\n",
" embeddings_index[word] = coefs\n",
"f.close()\n",
"print('Found %s word vectors.' % len(embeddings_index))"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([-7.1549e-02, 9.3459e-02, 2.3738e-02, -9.0339e-02, 5.6123e-02,\n",
" 3.2547e-01, -3.9796e-01, -9.2139e-02, 6.1181e-02, -1.8950e-01,\n",
" 1.3061e-01, 1.4349e-01, 1.1479e-02, 3.8158e-01, 5.4030e-01,\n",
" -1.4088e-01, 2.4315e-01, 2.3036e-01, -5.5339e-01, 4.8154e-02,\n",
" 4.5662e-01, 3.2338e+00, 2.0199e-02, 4.9019e-02, -1.4132e-02,\n",
" 7.6017e-02, -1.1527e-01, 2.0060e-01, -7.7657e-02, 2.4328e-01,\n",
" 1.6368e-01, -3.4118e-01, -6.6070e-02, 1.0152e-01, 3.8232e-02,\n",
" -1.7668e-01, -8.8153e-01, -3.3895e-01, -3.5481e-02, -5.5095e-01,\n",
" -1.6899e-02, -4.3982e-01, 3.9004e-02, 4.0447e-01, -2.5880e-01,\n",
" 6.4594e-01, 2.6641e-01, 2.8009e-01, -2.4625e-02, 6.3302e-01,\n",
" -3.1700e-01, 1.0271e-01, 3.0886e-01, 9.7792e-02, -3.8227e-01,\n",
" 8.6552e-02, 4.7075e-02, 2.3511e-01, -3.2127e-01, -2.8538e-01,\n",
" 1.6670e-01, -4.9707e-03, -6.2714e-01, -2.4904e-01, 2.9713e-01,\n",
" 1.4379e-01, -1.2325e-01, -5.8178e-02, -1.0290e-03, -8.2126e-02,\n",
" 3.6935e-01, -5.8442e-04, 3.4286e-01, 2.8426e-01, -6.8599e-02,\n",
" 6.5747e-01, -2.9087e-02, 1.6184e-01, 7.3672e-02, -3.0343e-01,\n",
" 9.5733e-02, -5.2860e-01, -2.2898e-01, 6.4079e-02, 1.5218e-02,\n",
" 3.4921e-01, -4.3960e-01, -4.3983e-01, 7.7515e-01, -8.7767e-01,\n",
" -8.7504e-02, 3.9598e-01, 6.2362e-01, -2.6211e-01, -3.0539e-01,\n",
" -2.2964e-02, 3.0567e-01, 6.7660e-02, 1.5383e-01, -1.1211e-01,\n",
" -9.1540e-02, 8.2562e-02, 1.6897e-01, -3.2952e-02, -2.8775e-01,\n",
" -2.2320e-01, -9.0426e-02, 1.2407e+00, -1.8244e-01, -7.5219e-03,\n",
" -4.1388e-02, -1.1083e-02, 7.8186e-02, 3.8511e-01, 2.3334e-01,\n",
" 1.4414e-01, -9.1070e-04, -2.6388e-01, -2.0481e-01, 1.0099e-01,\n",
" 1.4076e-01, 2.8834e-01, -4.5429e-02, 3.7247e-01, 1.3645e-01,\n",
" -6.7457e-01, 2.2786e-01, 1.2599e-01, 2.9091e-02, 3.0428e-02,\n",
" -1.3028e-01, 1.9408e-01, 4.9014e-01, -3.9121e-01, -7.5952e-02,\n",
" 7.4731e-02, 1.8902e-01, -1.6922e-01, -2.6019e-01, -3.9771e-02,\n",
" -2.4153e-01, 1.0875e-01, 3.0434e-01, 3.6009e-02, 1.4264e+00,\n",
" 1.2759e-01, -7.3811e-02, -2.0418e-01, 8.0016e-03, 1.5381e-01,\n",
" 2.0223e-01, 2.8274e-01, 9.6206e-02, -3.3634e-01, 5.0983e-01,\n",
" 3.2625e-01, -2.6535e-01, 3.7400e-01, -3.0388e-01, -4.0033e-01,\n",
" -4.2910e-02, -6.7897e-02, -2.9332e-01, 1.0978e-01, -4.5365e-02,\n",
" 2.3222e-01, -3.1134e-01, -2.8983e-01, -6.6687e-01, 5.3097e-01,\n",
" 1.9461e-01, 3.6670e-01, 2.6185e-01, -6.5187e-01, 1.0266e-01,\n",
" 1.1363e-01, -1.2953e-01, -6.8246e-01, -1.8751e-01, 1.4760e-01,\n",
" 1.0765e+00, -2.2908e-01, -9.3435e-03, -2.0651e-01, -3.5225e-01,\n",
" -2.6720e-01, -3.4307e-03, 2.5906e-01, 2.1759e-01, 6.6158e-01,\n",
" 1.2180e-01, 1.9957e-01, -2.0303e-01, 3.4474e-01, -2.4328e-01,\n",
" 1.3139e-01, -8.8767e-03, 3.3617e-01, 3.0591e-02, 2.5577e-01],\n",
" dtype=float32)"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"embeddings_index['the']"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"embedding_dim = 200\n",
"\n",
"# Get 200-dim dense vector for each of the 10000 words in out vocabulary\n",
"embedding_matrix = np.zeros((vocab_size, embedding_dim))\n",
"\n",
"for word, i in wordtoix.items():\n",
" #if i < max_words:\n",
" embedding_vector = embeddings_index.get(word)\n",
" if embedding_vector is not None:\n",
" # Words not found in the embedding index will be all zeros\n",
" embedding_matrix[i] = embedding_vector"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(1652, 200)"
]
},
"execution_count": 31,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"embedding_matrix.shape"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"# Tạo model\n",
"inputs1 = Input(shape=(2048,))\n",
"fe1 = Dropout(0.5)(inputs1)\n",
"fe2 = Dense(256, activation='relu')(fe1)\n",
"inputs2 = Input(shape=(max_length,))\n",
"se1 = Embedding(vocab_size, embedding_dim, mask_zero=True)(inputs2)\n",
"se2 = Dropout(0.5)(se1)\n",
"se3 = LSTM(256)(se2)\n",
"decoder1 = add([fe2, se3])\n",
"decoder2 = Dense(256, activation='relu')(decoder1)\n",
"outputs = Dense(vocab_size, activation='softmax')(decoder2)\n",
"model = Model(inputs=[inputs1, inputs2], outputs=outputs)"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"__________________________________________________________________________________________________\n",
"Layer (type) Output Shape Param # Connected to \n",
"==================================================================================================\n",
"input_3 (InputLayer) (None, 34) 0 \n",
"__________________________________________________________________________________________________\n",
"input_2 (InputLayer) (None, 2048) 0 \n",
"__________________________________________________________________________________________________\n",
"embedding_1 (Embedding) (None, 34, 200) 330400 input_3[0][0] \n",
"__________________________________________________________________________________________________\n",
"dropout_1 (Dropout) (None, 2048) 0 input_2[0][0] \n",
"__________________________________________________________________________________________________\n",
"dropout_2 (Dropout) (None, 34, 200) 0 embedding_1[0][0] \n",
"__________________________________________________________________________________________________\n",
"dense_1 (Dense) (None, 256) 524544 dropout_1[0][0] \n",
"__________________________________________________________________________________________________\n",
"lstm_1 (LSTM) (None, 256) 467968 dropout_2[0][0] \n",
"__________________________________________________________________________________________________\n",
"add_1 (Add) (None, 256) 0 dense_1[0][0] \n",
" lstm_1[0][0] \n",
"__________________________________________________________________________________________________\n",
"dense_2 (Dense) (None, 256) 65792 add_1[0][0] \n",
"__________________________________________________________________________________________________\n",
"dense_3 (Dense) (None, 1652) 424564 dense_2[0][0] \n",
"==================================================================================================\n",
"Total params: 1,813,268\n",
"Trainable params: 1,813,268\n",
"Non-trainable params: 0\n",
"__________________________________________________________________________________________________\n"
]
}
],
"source": [
"model.summary()"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"# Layer 2 dùng GLOVE Model nên set weight thẳng và không cần train\n",
"model.layers[2].set_weights([embedding_matrix])\n",
"model.layers[2].trainable = False"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [],
"source": [
"model.compile(loss='categorical_crossentropy', optimizer='adam')"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [],
"source": [
"model.optimizer.lr = 0.0001\n",
"epochs = 10\n",
"number_pics_per_bath = 6\n",
"steps = len(train_descriptions)//number_pics_per_bath"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Epoch 1/1\n",
"1000/1000 [==============================] - 91s 91ms/step - loss: 5.1653\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 92s 92ms/step - loss: 4.4071 4s - lo - ETA: 1s\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 91s 91ms/step - loss: 4.0565\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 92s 92ms/step - loss: 3.8605\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 90s 90ms/step - loss: 3.7264\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 91s 91ms/step - loss: 3.6228\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 92s 92ms/step - loss: 3.5410 \n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 91s 91ms/step - loss: 3.4721 0s - loss: 3.\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 92s 92ms/step - loss: 3.4118\n",
"Epoch 1/1\n",
"1000/1000 [==============================] - 93s 93ms/step - loss: 3.3605 ETA: 3s - loss: - ETA: 3s - E\n"
]
}
],
"source": [
"for i in range(epochs):\n",
" generator = data_generator(train_descriptions, train_features, wordtoix, max_length, number_pics_per_bath)\n",
" model.fit_generator(generator, epochs=1, steps_per_epoch=steps, verbose=1)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"model.save_weights('./model_weights/model_30.h5')"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [],
"source": [
"images = 'Flickr8k/Flicker8k_Dataset/'"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [],
"source": [
"with open(\"Flickr8k/Pickle/encoded_test_images.pkl\", \"rb\") as encoded_pickle:\n",
" encoding_test = load(encoded_pickle)"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [],
"source": [
"# Với môi ảnh mới khi test, ta sẽ bắt đầu chuỗi với 'startseq' rồi sau đó cho vào model để dự đoán từ tiếp theo. Ta thêm từ\n",
"# vừa được dự đoán vào chuỗi và tiếp tục cho đến khi gặp 'endseq' là kết thúc hoặc cho đến khi chuỗi dài 34 từ.\n",
"def greedySearch(photo):\n",
" in_text = 'startseq'\n",
" for i in range(max_length):\n",
" sequence = [wordtoix[w] for w in in_text.split() if w in wordtoix]\n",
" sequence = pad_sequences([sequence], maxlen=max_length)\n",
" yhat = model.predict([photo,sequence], verbose=0)\n",
" yhat = np.argmax(yhat)\n",
" word = ixtoword[yhat]\n",
" in_text += ' ' + word\n",
" if word == 'endseq':\n",
" break\n",
" final = in_text.split()\n",
" final = final[1:-1]\n",
" final = ' '.join(final)\n",
" return final"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"black dog is running through the grass\n"
]
}
],
"source": [
"z=5\n",
"pic = list(encoding_test.keys())[z]\n",
"image = encoding_test[pic].reshape((1,2048))\n",
"x=plt.imread(images+pic)\n",
"plt.imshow(x)\n",
"plt.show()\n",
"print(greedySearch(image))"
]
},
{
"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
}
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