{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "N6ZDpd9XzFeN" }, "source": [ "##### Copyright 2018 The TensorFlow Hub Authors.\n", "\n", "Licensed under the Apache License, Version 2.0 (the \"License\");" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "cellView": "form", "execution": { "iopub.execute_input": "2024-03-09T13:31:07.077044Z", "iopub.status.busy": "2024-03-09T13:31:07.076581Z", "iopub.status.idle": "2024-03-09T13:31:07.081005Z", "shell.execute_reply": "2024-03-09T13:31:07.080294Z" }, "id": "KUu4vOt5zI9d" }, "outputs": [], "source": [ "# Copyright 2018 The TensorFlow Hub Authors. All Rights Reserved.\n", "#\n", "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", "# you may not use this file except in compliance with the License.\n", "# You may obtain a copy of the License at\n", "#\n", "# http://www.apache.org/licenses/LICENSE-2.0\n", "#\n", "# Unless required by applicable law or agreed to in writing, software\n", "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", "# See the License for the specific language governing permissions and\n", "# limitations under the License.\n", "# ==============================================================================" ] }, { "cell_type": "markdown", "metadata": { "id": "ok9PfyoQ2rH_" }, "source": [ "# How to solve a problem on Kaggle with TF-Hub\n" ] }, { "cell_type": "markdown", "metadata": { "id": "MfBg1C5NB3X0" }, "source": [ "\n", " \n", " \n", " \n", " \n", " \n", "
\n", " View on TensorFlow.org\n", " \n", " Run in Google Colab\n", " \n", " View on GitHub\n", " \n", " Download notebook\n", " \n", " See TF Hub model\n", "
" ] }, { "cell_type": "markdown", "metadata": { "id": "556YQZLUO4Ih" }, "source": [ "TF-Hub is a platform to share machine learning expertise packaged in reusable resources, notably pre-trained **modules**. In this tutorial, we will use a TF-Hub text embedding module to train a simple sentiment classifier with a reasonable baseline accuracy. We will then submit the predictions to Kaggle.\n", "\n", "For more detailed tutorial on text classification with TF-Hub and further steps for improving the accuracy, take a look at [Text classification with TF-Hub](https://colab.research.google.com/github/tensorflow/docs/blob/master/site/en/hub/tutorials/text_classification_with_tf_hub.ipynb)." ] }, { "cell_type": "markdown", "metadata": { "id": "Q4DN769E2O_R" }, "source": [ "## Setup" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:07.085004Z", "iopub.status.busy": "2024-03-09T13:31:07.084455Z", "iopub.status.idle": "2024-03-09T13:31:09.554361Z", "shell.execute_reply": "2024-03-09T13:31:09.553289Z" }, "id": "9KyLct9rq0lo" }, "outputs": [], "source": [ "!pip install -q kaggle" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:09.559127Z", "iopub.status.busy": "2024-03-09T13:31:09.558404Z", "iopub.status.idle": "2024-03-09T13:31:13.325175Z", "shell.execute_reply": "2024-03-09T13:31:13.324004Z" }, "id": "v7hy0bhngTUp" }, "outputs": [], "source": [ "import tensorflow as tf\n", "import tensorflow_hub as hub\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", "import zipfile\n", "\n", "from sklearn import model_selection" ] }, { "cell_type": "markdown", "metadata": { "id": "JvgBdeMsuu_3" }, "source": [ "Since this tutorial will be using a dataset from Kaggle, it requires [creating an API Token](https://github.com/Kaggle/kaggle-api) for your Kaggle account, and uploading it to the Colab environment." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:13.330043Z", "iopub.status.busy": "2024-03-09T13:31:13.329250Z", "iopub.status.idle": "2024-03-09T13:31:13.395965Z", "shell.execute_reply": "2024-03-09T13:31:13.394355Z" }, "id": "nI7C-Zc4urOH" }, "outputs": [], "source": [ "import os\n", "import pathlib\n", "\n", "# Upload the API token.\n", "def get_kaggle():\n", " try:\n", " import kaggle\n", " return kaggle\n", " except OSError:\n", " pass\n", "\n", " token_file = pathlib.Path(\"~/.kaggle/kaggle.json\").expanduser()\n", " token_file.parent.mkdir(exist_ok=True, parents=True)\n", "\n", " try:\n", " from google.colab import files\n", " except ImportError:\n", " raise ValueError(\"Could not find kaggle token.\")\n", "\n", " uploaded = files.upload()\n", " token_content = uploaded.get('kaggle.json', None)\n", " if token_content:\n", " token_file.write_bytes(token_content)\n", " token_file.chmod(0o600)\n", " else:\n", " raise ValueError('Need a file named \"kaggle.json\"')\n", " \n", " import kaggle\n", " return kaggle\n", "\n", "\n", "kaggle = get_kaggle()" ] }, { "cell_type": "markdown", "metadata": { "id": "6OPyVxHuiTEE" }, "source": [ "# Getting started\n", "\n", "## Data\n", "We will try to solve the [Sentiment Analysis on Movie Reviews](https://www.kaggle.com/c/sentiment-analysis-on-movie-reviews/data) task from Kaggle. The dataset consists of syntactic subphrases of the Rotten Tomatoes movie reviews. The task is to label the phrases as **negative** or **positive** on the scale from 1 to 5.\n", "\n", "You must [accept the competition rules](https://www.kaggle.com/c/sentiment-analysis-on-movie-reviews/data) before you can use the API to download the data.\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "cellView": "both", "execution": { "iopub.execute_input": "2024-03-09T13:31:13.400172Z", "iopub.status.busy": "2024-03-09T13:31:13.399574Z", "iopub.status.idle": "2024-03-09T13:31:14.362793Z", "shell.execute_reply": "2024-03-09T13:31:14.361702Z" }, "id": "rKzc-fOGV72G" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Split the training data into 140315 training and 15745 validation examples.\n" ] } ], "source": [ "SENTIMENT_LABELS = [\n", " \"negative\", \"somewhat negative\", \"neutral\", \"somewhat positive\", \"positive\"\n", "]\n", "\n", "# Add a column with readable values representing the sentiment.\n", "def add_readable_labels_column(df, sentiment_value_column):\n", " df[\"SentimentLabel\"] = df[sentiment_value_column].replace(\n", " range(5), SENTIMENT_LABELS)\n", " \n", "# Download data from Kaggle and create a DataFrame.\n", "def load_data_from_zip(path):\n", " with zipfile.ZipFile(path, \"r\") as zip_ref:\n", " name = zip_ref.namelist()[0]\n", " with zip_ref.open(name) as zf:\n", " return pd.read_csv(zf, sep=\"\\t\", index_col=0)\n", "\n", "\n", "# The data does not come with a validation set so we'll create one from the\n", "# training set.\n", "def get_data(competition, train_file, test_file, validation_set_ratio=0.1):\n", " data_path = pathlib.Path(\"data\")\n", " kaggle.api.competition_download_files(competition, data_path)\n", " competition_path = (data_path/competition)\n", " competition_path.mkdir(exist_ok=True, parents=True)\n", " competition_zip_path = competition_path.with_suffix(\".zip\")\n", "\n", " with zipfile.ZipFile(competition_zip_path, \"r\") as zip_ref:\n", " zip_ref.extractall(competition_path)\n", " \n", " train_df = load_data_from_zip(competition_path/train_file)\n", " test_df = load_data_from_zip(competition_path/test_file)\n", "\n", " # Add a human readable label.\n", " add_readable_labels_column(train_df, \"Sentiment\")\n", "\n", " # We split by sentence ids, because we don't want to have phrases belonging\n", " # to the same sentence in both training and validation set.\n", " train_indices, validation_indices = model_selection.train_test_split(\n", " np.unique(train_df[\"SentenceId\"]),\n", " test_size=validation_set_ratio,\n", " random_state=0)\n", "\n", " validation_df = train_df[train_df[\"SentenceId\"].isin(validation_indices)]\n", " train_df = train_df[train_df[\"SentenceId\"].isin(train_indices)]\n", " print(\"Split the training data into %d training and %d validation examples.\" %\n", " (len(train_df), len(validation_df)))\n", "\n", " return train_df, validation_df, test_df\n", "\n", "\n", "train_df, validation_df, test_df = get_data(\n", " \"sentiment-analysis-on-movie-reviews\",\n", " \"train.tsv.zip\", \"test.tsv.zip\")" ] }, { "cell_type": "markdown", "metadata": { "id": "DFq_EyS1BEyK" }, "source": [ "Note: In this competition the task is not to rate entire reviews, but individual phrases from within the reviews. This is a much harder task." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:14.405839Z", "iopub.status.busy": "2024-03-09T13:31:14.404953Z", "iopub.status.idle": "2024-03-09T13:31:14.420654Z", "shell.execute_reply": "2024-03-09T13:31:14.419697Z" }, "id": "42hgsiWNq5y9" }, "outputs": [ { "data": { "text/html": [ "
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SentenceIdPhraseSentimentSentimentLabel
PhraseId
11A series of escapades demonstrating the adage ...1somewhat negative
21A series of escapades demonstrating the adage ...2neutral
31A series2neutral
41A2neutral
51series2neutral
61of escapades demonstrating the adage that what...2neutral
71of2neutral
81escapades demonstrating the adage that what is...2neutral
91escapades2neutral
101demonstrating the adage that what is good for ...2neutral
111demonstrating the adage2neutral
121demonstrating2neutral
131the adage2neutral
141the2neutral
151adage2neutral
161that what is good for the goose2neutral
171that2neutral
181what is good for the goose2neutral
191what2neutral
201is good for the goose2neutral
\n", "
" ], "text/plain": [ " SentenceId Phrase \\\n", "PhraseId \n", "1 1 A series of escapades demonstrating the adage ... \n", "2 1 A series of escapades demonstrating the adage ... \n", "3 1 A series \n", "4 1 A \n", "5 1 series \n", "6 1 of escapades demonstrating the adage that what... \n", "7 1 of \n", "8 1 escapades demonstrating the adage that what is... \n", "9 1 escapades \n", "10 1 demonstrating the adage that what is good for ... \n", "11 1 demonstrating the adage \n", "12 1 demonstrating \n", "13 1 the adage \n", "14 1 the \n", "15 1 adage \n", "16 1 that what is good for the goose \n", "17 1 that \n", "18 1 what is good for the goose \n", "19 1 what \n", "20 1 is good for the goose \n", "\n", " Sentiment SentimentLabel \n", "PhraseId \n", "1 1 somewhat negative \n", "2 2 neutral \n", "3 2 neutral \n", "4 2 neutral \n", "5 2 neutral \n", "6 2 neutral \n", "7 2 neutral \n", "8 2 neutral \n", "9 2 neutral \n", "10 2 neutral \n", "11 2 neutral \n", "12 2 neutral \n", "13 2 neutral \n", "14 2 neutral \n", "15 2 neutral \n", "16 2 neutral \n", "17 2 neutral \n", "18 2 neutral \n", "19 2 neutral \n", "20 2 neutral " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "train_df.head(20)" ] }, { "cell_type": "markdown", "metadata": { "id": "YPuHgx3BWBOg" }, "source": [ "## Training an Model\n", "\n", "*Note: We could model this task also as a regression, see [Text classification with TF-Hub](https://colab.research.google.com/github/tensorflow/docs/blob/master/site/en/hub/tutorials/text_classification_with_tf_hub.ipynb).*" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:14.424487Z", "iopub.status.busy": "2024-03-09T13:31:14.423801Z", "iopub.status.idle": "2024-03-09T13:31:14.430626Z", "shell.execute_reply": "2024-03-09T13:31:14.429531Z" }, "id": "23U30yEkVq4w" }, "outputs": [], "source": [ "class MyModel(tf.keras.Model):\n", " def __init__(self, hub_url):\n", " super().__init__()\n", " self.hub_url = hub_url\n", " self.embed = hub.load(self.hub_url).signatures['default']\n", " self.sequential = tf.keras.Sequential([\n", " tf.keras.layers.Dense(500),\n", " tf.keras.layers.Dense(100),\n", " tf.keras.layers.Dense(5),\n", " ])\n", "\n", " def call(self, inputs):\n", " phrases = inputs['Phrase'][:,0]\n", " embedding = 5*self.embed(phrases)['default']\n", " return self.sequential(embedding)\n", "\n", " def get_config(self):\n", " return {\"hub_url\":self.hub_url}" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:14.434541Z", "iopub.status.busy": "2024-03-09T13:31:14.433605Z", "iopub.status.idle": "2024-03-09T13:31:21.725089Z", "shell.execute_reply": "2024-03-09T13:31:21.723827Z" }, "id": "JE--GDMM2tSp" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2024-03-09 13:31:20.808764: E external/local_xla/xla/stream_executor/cuda/cuda_driver.cc:282] failed call to cuInit: CUDA_ERROR_NO_DEVICE: no CUDA-capable device is detected\n" ] } ], "source": [ "model = MyModel(\"https://tfhub.dev/google/nnlm-en-dim128/1\")\n", "model.compile(\n", " loss = tf.losses.SparseCategoricalCrossentropy(from_logits=True),\n", " optimizer=tf.optimizers.Adam(), \n", " metrics = [tf.keras.metrics.SparseCategoricalAccuracy(name=\"accuracy\")])" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:31:21.729900Z", "iopub.status.busy": "2024-03-09T13:31:21.729178Z", "iopub.status.idle": "2024-03-09T13:38:08.838619Z", "shell.execute_reply": "2024-03-09T13:38:08.837509Z" }, "id": "SRr-lvhstiNw" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/25\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4385/4385\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.5967 - loss: 0.9949 - val_accuracy: 0.5940 - val_loss: 0.9910\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 4/25\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2:34\u001b[0m 35ms/step - accuracy: 0.6875 - loss: 0.9327" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 16/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - accuracy: 0.6480 - loss: 0.9600 " ] }, { 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4385/4385\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.5967 - loss: 0.9887 - val_accuracy: 0.5883 - val_loss: 0.9970\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 8/25\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2:38\u001b[0m 36ms/step - accuracy: 0.5625 - loss: 1.0575" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 15/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.6320 - loss: 0.9450 " ] }, { 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4385/4385\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.5968 - loss: 0.9893 - val_accuracy: 0.6026 - val_loss: 0.9858\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 9/25\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2:36\u001b[0m 36ms/step - accuracy: 0.4688 - loss: 1.0740" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 16/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - accuracy: 0.5720 - loss: 1.0256 " ] }, { 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4385/4385\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.5989 - loss: 0.9837 - val_accuracy: 0.5910 - val_loss: 0.9869\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 24/25\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2:41\u001b[0m 37ms/step - accuracy: 0.5312 - loss: 1.0801" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 15/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.5278 - loss: 1.0660 " ] }, { 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4385/4385\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 4ms/step - accuracy: 0.6018 - loss: 0.9834 - val_accuracy: 0.5976 - val_loss: 0.9854\n" ] } ], "source": [ "history = model.fit(x=dict(train_df), y=train_df['Sentiment'],\n", " validation_data=(dict(validation_df), validation_df['Sentiment']),\n", " epochs = 25)" ] }, { "cell_type": "markdown", "metadata": { "id": "s8j7YTRSe7Pj" }, "source": [ "# Prediction\n", "\n", "Run predictions for the validation set and training set." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:38:08.843301Z", "iopub.status.busy": "2024-03-09T13:38:08.842523Z", "iopub.status.idle": "2024-03-09T13:38:09.076347Z", "shell.execute_reply": "2024-03-09T13:38:09.075310Z" }, "id": "iGqVNSl87bgN" }, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(history.history['accuracy'])\n", "plt.plot(history.history['val_accuracy'])" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:38:09.080121Z", "iopub.status.busy": "2024-03-09T13:38:09.079797Z", "iopub.status.idle": "2024-03-09T13:38:25.407573Z", "shell.execute_reply": "2024-03-09T13:38:25.406588Z" }, "id": "zbLg5LzGwAfC" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2:06\u001b[0m 29ms/step - accuracy: 0.6875 - loss: 0.7365" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 16/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - accuracy: 0.6965 - loss: 0.7633 " ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 31/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - accuracy: 0.7028 - loss: 0.7630" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 46/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - accuracy: 0.6979 - loss: 0.7782" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 61/4385\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m15s\u001b[0m 4ms/step - 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accuracy: 0.6125 - loss: 0.9528" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m463/493\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━━\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6114 - loss: 0.9547" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m493/493\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - accuracy: 0.6105 - loss: 0.9561\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Training set accuracy: 0.6025798916816711\n", "Validation set accuracy: 0.5975865125656128\n" ] } ], "source": [ "train_eval_result = model.evaluate(dict(train_df), train_df['Sentiment'])\n", "validation_eval_result = model.evaluate(dict(validation_df), validation_df['Sentiment'])\n", "\n", "print(f\"Training set accuracy: {train_eval_result[1]}\")\n", "print(f\"Validation set accuracy: {validation_eval_result[1]}\")" ] }, { "cell_type": "markdown", "metadata": { "id": "DR2IsTF5vuAX" }, "source": [ "## Confusion matrix\n", "\n", "Another very interesting statistic, especially for multiclass problems, is the [confusion matrix](https://en.wikipedia.org/wiki/Confusion_matrix). The confusion matrix allows visualization of the proportion of correctly and incorrectly labelled examples. We can easily see how much our classifier is biased and whether the distribution of labels makes sense. Ideally the largest fraction of predictions should be distributed along the diagonal." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:38:25.411713Z", "iopub.status.busy": "2024-03-09T13:38:25.410975Z", "iopub.status.idle": "2024-03-09T13:38:26.473089Z", "shell.execute_reply": "2024-03-09T13:38:26.472240Z" }, "id": "yKUnJFYY8bO_" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/493\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m33s\u001b[0m 69ms/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 35/493\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 1ms/step " ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", 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"iopub.status.busy": "2024-03-09T13:38:26.476247Z", "iopub.status.idle": "2024-03-09T13:38:26.494198Z", "shell.execute_reply": "2024-03-09T13:38:26.493388Z" }, "id": "fjAs8W_Z9BvP" }, "outputs": [], "source": [ "cm = tf.math.confusion_matrix(validation_df['Sentiment'], predictions)\n", "cm = cm/cm.numpy().sum(axis=1)[:, tf.newaxis]" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2024-03-09T13:38:26.498043Z", "iopub.status.busy": "2024-03-09T13:38:26.497427Z", "iopub.status.idle": "2024-03-09T13:38:26.803122Z", "shell.execute_reply": "2024-03-09T13:38:26.802342Z" }, "id": "nT71CtArpsKz" }, "outputs": [ { "data": { "text/plain": [ "Text(50.72222222222221, 0.5, 'True')" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.heatmap(\n", " cm, annot=True,\n", " xticklabels=SENTIMENT_LABELS,\n", " yticklabels=SENTIMENT_LABELS)\n", "plt.xlabel(\"Predicted\")\n", "plt.ylabel(\"True\")" ] }, { "cell_type": "markdown", "metadata": { "id": "Pic7o2m04weY" }, "source": [ "We can easily submit the predictions back to Kaggle by pasting the following code to a code cell and executing it:\n", "\n", "``` python\n", "test_predictions = model.predict(dict(test_df))\n", "test_predictions = np.argmax(test_predictions, axis=-1)\n", "\n", "result_df = test_df.copy()\n", "\n", "result_df[\"Predictions\"] = test_predictions\n", "\n", "result_df.to_csv(\n", " \"predictions.csv\",\n", " columns=[\"Predictions\"],\n", " header=[\"Sentiment\"])\n", "kaggle.api.competition_submit(\"predictions.csv\", \"Submitted from Colab\",\n", " \"sentiment-analysis-on-movie-reviews\")\n", "```\n" ] }, { "cell_type": "markdown", "metadata": { "id": "50BLu-JX_dlm" }, "source": [ "After submitting, [check the leaderboard](https://www.kaggle.com/c/sentiment-analysis-on-movie-reviews/leaderboard) to see how you did." ] } ], "metadata": { "colab": { "collapsed_sections": [], "name": "text_classification_with_tf_hub_on_kaggle.ipynb", "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "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": "3.9.18" } }, "nbformat": 4, "nbformat_minor": 0 }