BERT-Sentiment-Analysis-Stock-Headlines.ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"BERT-Sentiment-Analysis-Stock-Headlines.ipynb","provenance":[],"collapsed_sections":[],"authorship_tag":"ABX9TyNkksE80wxylU7ci2nFaC+u"},"kernelspec":{"name":"python3","display_name":"Python 3"},"accelerator":"GPU"},"cells":[{"cell_type":"code","metadata":{"id":"ZOsD6-wB-ekN"},"source":["!pip install ktrain"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"75r2S8-1_Yv8","executionInfo":{"status":"ok","timestamp":1605379033615,"user_tz":-60,"elapsed":3216,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"55a07390-8899-4c03-d1ae-f8e162045b90","colab":{"base_uri":"https://localhost:8080/"}},"source":["!pip install yahoo-fin"],"execution_count":2,"outputs":[{"output_type":"stream","text":["Collecting yahoo-fin\n","  Downloading https://files.pythonhosted.org/packages/d3/5c/6bf0c0147cc94d643e2a2413d0a9b27967e964ee99f88f26db93a0b963b8/yahoo_fin-0.8.6-py3-none-any.whl\n","Installing collected packages: yahoo-fin\n","Successfully installed yahoo-fin-0.8.6\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"R2r4Lh6w_ZuG"},"source":["!pip install requests_html"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"KMlSbnIg_VMO","executionInfo":{"status":"ok","timestamp":1605379047049,"user_tz":-60,"elapsed":1260,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"56f4b41e-33b8-487a-ed3f-82bdda4dbb9e","colab":{"base_uri":"https://localhost:8080/"}},"source":["from urllib.request import urlopen, Request\n","from bs4 import BeautifulSoup\n","import datetime\n","import pandas as pd\n","import numpy as np\n","import seaborn as sns\n","import matplotlib.pyplot as plt\n","import yahoo_fin.stock_info as si\n","from yahoo_fin import options"],"execution_count":4,"outputs":[{"output_type":"stream","text":["/usr/local/lib/python3.6/dist-packages/requests/__init__.py:91: RequestsDependencyWarning: urllib3 (1.26.2) or chardet (3.0.4) doesn't match a supported version!\n","  RequestsDependencyWarning)\n"],"name":"stderr"}]},{"cell_type":"code","metadata":{"id":"YeCHeYjj_iUu","executionInfo":{"status":"ok","timestamp":1605379072082,"user_tz":-60,"elapsed":570,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["import tensorflow as tf\n","import ktrain\n","from ktrain import text"],"execution_count":7,"outputs":[]},{"cell_type":"code","metadata":{"id":"41hitCKq_lLO","executionInfo":{"status":"ok","timestamp":1605379169224,"user_tz":-60,"elapsed":1749,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"5c31e2c8-4fcc-4b6e-f9d2-e340ea8a6ea4","colab":{"base_uri":"https://localhost:8080/","height":204}},"source":["data_train = pd.read_excel('/content/train.xlsx', dtype=str)\n","data_train.head()"],"execution_count":10,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Reviews</th>\n","      <th>Sentiment</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>When I first tuned in on this morning news, I ...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>Mere thoughts of \"Going Overboard\" (aka \"Babes...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>Why does this movie fall WELL below standards?...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>Wow and I thought that any Steven Segal movie ...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>The story is seen before, but that does'n matt...</td>\n","      <td>neg</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["                                             Reviews Sentiment\n","0  When I first tuned in on this morning news, I ...       neg\n","1  Mere thoughts of \"Going Overboard\" (aka \"Babes...       neg\n","2  Why does this movie fall WELL below standards?...       neg\n","3  Wow and I thought that any Steven Segal movie ...       neg\n","4  The story is seen before, but that does'n matt...       neg"]},"metadata":{"tags":[]},"execution_count":10}]},{"cell_type":"code","metadata":{"id":"I6sffKEZAUr9","executionInfo":{"status":"ok","timestamp":1605379173884,"user_tz":-60,"elapsed":1673,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"e9b99be0-4897-49b8-aed1-c2b0caa95dd0","colab":{"base_uri":"https://localhost:8080/","height":204}},"source":["data_test = pd.read_excel('/content/test.xlsx', dtype=str)\n","data_test.head()"],"execution_count":11,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Reviews</th>\n","      <th>Sentiment</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>Who would have thought that a movie about a ma...</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>After realizing what is going on around us ......</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>I grew up watching the original Disney Cindere...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>David Mamet wrote the screenplay and made his ...</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>Admittedly, I didn't have high expectations of...</td>\n","      <td>neg</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["                                             Reviews Sentiment\n","0  Who would have thought that a movie about a ma...       pos\n","1  After realizing what is going on around us ......       pos\n","2  I grew up watching the original Disney Cindere...       neg\n","3  David Mamet wrote the screenplay and made his ...       pos\n","4  Admittedly, I didn't have high expectations of...       neg"]},"metadata":{"tags":[]},"execution_count":11}]},{"cell_type":"code","metadata":{"id":"ettoozmkAjr2","executionInfo":{"status":"ok","timestamp":1605379315248,"user_tz":-60,"elapsed":139988,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"f772ca90-a0f0-4e41-f0dd-b5c6f9f0894c","colab":{"base_uri":"https://localhost:8080/","height":272}},"source":["(X_train, y_train), (X_test, y_test), preprocess = text.texts_from_df(train_df=data_train, \n","                   text_column='Reviews', label_columns='Sentiment', \n","                   val_df=data_test, \n","                   maxlen=400, \n","                   preprocess_mode='bert')"],"execution_count":12,"outputs":[{"output_type":"stream","text":["downloading pretrained BERT model (uncased_L-12_H-768_A-12.zip)...\n","[██████████████████████████████████████████████████]\n","extracting pretrained BERT model...\n","done.\n","\n","cleanup downloaded zip...\n","done.\n","\n","preprocessing train...\n","language: en\n"],"name":"stdout"},{"output_type":"display_data","data":{"text/html":["done."],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"stream","text":["Is Multi-Label? False\n","preprocessing test...\n","language: en\n"],"name":"stdout"},{"output_type":"display_data","data":{"text/html":["done."],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"JmpTtniTBouO","executionInfo":{"status":"ok","timestamp":1605379369519,"user_tz":-60,"elapsed":704,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"bc5e51ad-10c7-414d-a07a-b3faffeea00c","colab":{"base_uri":"https://localhost:8080/"}},"source":["X_train[0].shape"],"execution_count":13,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(25000, 400)"]},"metadata":{"tags":[]},"execution_count":13}]},{"cell_type":"code","metadata":{"id":"RGbBSV2FBtv2","executionInfo":{"status":"ok","timestamp":1605379382389,"user_tz":-60,"elapsed":11217,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"af93517d-48cc-4028-81c7-e4a7b2ae8299","colab":{"base_uri":"https://localhost:8080/"}},"source":["model = text.text_classifier(name='bert', train_data=(X_train, y_train), \n","                             preproc=preprocess)"],"execution_count":14,"outputs":[{"output_type":"stream","text":["Is Multi-Label? False\n","maxlen is 400\n","done.\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"h8fVeF60C0zw","executionInfo":{"status":"ok","timestamp":1605379386093,"user_tz":-60,"elapsed":1978,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["learner = ktrain.get_learner(model=model, \n","                             train_data=(X_train, y_train), \n","                             val_data=(X_test, y_test), \n","                             batch_size=6)"],"execution_count":15,"outputs":[]},{"cell_type":"code","metadata":{"id":"NNyyhE8eC2vr"},"source":["learner.fit_onecycle(lr=2e-5, epochs=1)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"hSBJG_NVOhCP","executionInfo":{"status":"ok","timestamp":1605383240518,"user_tz":-60,"elapsed":532,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"f0522a18-a45d-4391-f0f3-75c20a36dbe7","colab":{"base_uri":"https://localhost:8080/"}},"source":["learner"],"execution_count":17,"outputs":[{"output_type":"execute_result","data":{"text/plain":["<ktrain.text.learner.BERTTextClassLearner at 0x7f7041e5b710>"]},"metadata":{"tags":[]},"execution_count":17}]},{"cell_type":"code","metadata":{"id":"CCKeq0ESOmgO","executionInfo":{"status":"ok","timestamp":1605383241984,"user_tz":-60,"elapsed":481,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["predictor = ktrain.get_predictor(model=learner.model, preproc=preprocess)"],"execution_count":18,"outputs":[]},{"cell_type":"code","metadata":{"id":"ea5erx3VOqcL","executionInfo":{"status":"ok","timestamp":1605383501970,"user_tz":-60,"elapsed":462,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["testing_data = [ 'This movie was horrible! The plot was boring. Acting was okay, though.',\n","                'The film really sucked. I want my money back.',\n","                'The plot had too many holes.',\n","                'What a beautiful romantic comedy. 10/10 would see again!',\n","                ]"],"execution_count":20,"outputs":[]},{"cell_type":"code","metadata":{"id":"Rxn9WyGgOsUG","executionInfo":{"status":"ok","timestamp":1605383507515,"user_tz":-60,"elapsed":4544,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"8cfcc5bc-07c5-4a34-8626-682e05eb04f4","colab":{"base_uri":"https://localhost:8080/","height":34}},"source":["predictor.predict(texts=testing_data)"],"execution_count":21,"outputs":[{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"execute_result","data":{"text/plain":["['neg', 'neg', 'neg', 'pos']"]},"metadata":{"tags":[]},"execution_count":21}]},{"cell_type":"code","metadata":{"id":"5tGWvA4kTRrV","executionInfo":{"status":"ok","timestamp":1605383510308,"user_tz":-60,"elapsed":863,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"0749005c-819d-4d11-c698-c4b7fc95e00e","colab":{"base_uri":"https://localhost:8080/","height":85}},"source":["predictor.predict(texts=testing_data, return_proba=True)"],"execution_count":22,"outputs":[{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"execute_result","data":{"text/plain":["array([[0.997152  , 0.00284804],\n","       [0.99406946, 0.00593052],\n","       [0.9803694 , 0.01963067],\n","       [0.00292435, 0.9970757 ]], dtype=float32)"]},"metadata":{"tags":[]},"execution_count":22}]},{"cell_type":"code","metadata":{"id":"aDkixOisO7Xy","executionInfo":{"status":"ok","timestamp":1605383511646,"user_tz":-60,"elapsed":484,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["website_url = 'https://finviz.com/quote.ashx?t='\n","company_tikcers = ['AMD', 'AMZN', 'FB', 'GOOG']"],"execution_count":23,"outputs":[]},{"cell_type":"code","metadata":{"id":"CiCnSdrkPLYq","executionInfo":{"status":"ok","timestamp":1605384264042,"user_tz":-60,"elapsed":1474,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["news_tables = {}\n","\n","for ticker in company_tikcers:\n","  url = website_url + ticker\n","\n","  req = Request(url=url, headers={'user-agent': 'my-scrape'})\n","  response = urlopen(req)\n","  html = BeautifulSoup(response, 'html')\n","  news_data = html.find(id='news-table')\n","  news_tables[ticker] = news_data"],"execution_count":25,"outputs":[]},{"cell_type":"code","metadata":{"id":"ormYMJS1PNgM","executionInfo":{"status":"ok","timestamp":1605384265765,"user_tz":-60,"elapsed":502,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["parsed_data = []\n","\n","for ticker, news_table in news_tables.items():\n","  for row in news_table.findAll('tr'):\n","    title = row.a.text\n","    date_data = row.td.text.split(' ')\n","\n","    if len(date_data) == 1:\n","      time = date_data[0][0:7]\n","    else:\n","      date = datetime.datetime.strptime(date_data[0], '%b-%d-%y').strftime('%Y/%m/%d')\n","      time = date_data[1][0:7]\n","\n","    parsed_data.append([ticker, date, time, title])"],"execution_count":26,"outputs":[]},{"cell_type":"code","metadata":{"id":"2XQ9WIitPPq3","executionInfo":{"status":"ok","timestamp":1605384267814,"user_tz":-60,"elapsed":488,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"3f6b318a-5959-425d-efc9-038fa98ac41f","colab":{"base_uri":"https://localhost:8080/","height":204}},"source":["dataset = pd.DataFrame(parsed_data, columns=[\"Company\", \"Date\", \"Time\", \"News Headline\"])\n","dataset.to_csv('CompanyNewsHeadlines_WithoutSentiment.csv', index=False)\n","dataset.head()"],"execution_count":27,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Company</th>\n","      <th>Date</th>\n","      <th>Time</th>\n","      <th>News Headline</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>08:00PM</td>\n","      <td>Mergers Have Bounced Back. But Will Biden See ...</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>08:30AM</td>\n","      <td>AMD Is Shattering Intel's Dominance in Style</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>07:25AM</td>\n","      <td>Cramer Gives His Opinion On Blackstone, Advanc...</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>AMD</td>\n","      <td>2020/11/12</td>\n","      <td>12:30PM</td>\n","      <td>Forget AMD, This Hot Gaming Stock Has Almost D...</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>AMD</td>\n","      <td>2020/11/12</td>\n","      <td>09:10AM</td>\n","      <td>IBM Teams Up With AMD to Enhance AI and Securi...</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Company  ...                                      News Headline\n","0     AMD  ...  Mergers Have Bounced Back. But Will Biden See ...\n","1     AMD  ...       AMD Is Shattering Intel's Dominance in Style\n","2     AMD  ...  Cramer Gives His Opinion On Blackstone, Advanc...\n","3     AMD  ...  Forget AMD, This Hot Gaming Stock Has Almost D...\n","4     AMD  ...  IBM Teams Up With AMD to Enhance AI and Securi...\n","\n","[5 rows x 4 columns]"]},"metadata":{"tags":[]},"execution_count":27}]},{"cell_type":"code","metadata":{"id":"8v0c0blxPURg","executionInfo":{"status":"ok","timestamp":1605386614742,"user_tz":-60,"elapsed":33011,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"c7d0bca7-2a3b-4851-8088-22dd35482bbb","colab":{"base_uri":"https://localhost:8080/","height":17}},"source":["dataset['Sentiment'] = dataset['News Headline'].apply(lambda headline: predictor.predict(texts=headline))"],"execution_count":28,"outputs":[{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML 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object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}},{"output_type":"display_data","data":{"text/html":[""],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"uEHyJJ5qPjAT","executionInfo":{"status":"ok","timestamp":1605386628025,"user_tz":-60,"elapsed":650,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"d0f90169-ad5e-4b9a-8de7-2bcd37a38acc","colab":{"base_uri":"https://localhost:8080/","height":204}},"source":["dataset.head()"],"execution_count":29,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Company</th>\n","      <th>Date</th>\n","      <th>Time</th>\n","      <th>News Headline</th>\n","      <th>Sentiment</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>08:00PM</td>\n","      <td>Mergers Have Bounced Back. But Will Biden See ...</td>\n","      <td>neg</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>08:30AM</td>\n","      <td>AMD Is Shattering Intel's Dominance in Style</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>AMD</td>\n","      <td>2020/11/13</td>\n","      <td>07:25AM</td>\n","      <td>Cramer Gives His Opinion On Blackstone, Advanc...</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>AMD</td>\n","      <td>2020/11/12</td>\n","      <td>12:30PM</td>\n","      <td>Forget AMD, This Hot Gaming Stock Has Almost D...</td>\n","      <td>pos</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>AMD</td>\n","      <td>2020/11/12</td>\n","      <td>09:10AM</td>\n","      <td>IBM Teams Up With AMD to Enhance AI and Securi...</td>\n","      <td>pos</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Company  ... Sentiment\n","0     AMD  ...       neg\n","1     AMD  ...       pos\n","2     AMD  ...       pos\n","3     AMD  ...       pos\n","4     AMD  ...       pos\n","\n","[5 rows x 5 columns]"]},"metadata":{"tags":[]},"execution_count":29}]},{"cell_type":"code","metadata":{"id":"-ywPPE1_QBqN","executionInfo":{"status":"ok","timestamp":1605386630400,"user_tz":-60,"elapsed":453,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["dataset['Date'] = pd.to_datetime(dataset.Date).dt.date"],"execution_count":30,"outputs":[]},{"cell_type":"code","metadata":{"id":"FTgHpLwqP76c"},"source":["dataset.to_csv('CompanyNewsHeadlines.csv', index=False)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"OyWFCchwP8ZI","executionInfo":{"status":"ok","timestamp":1605386632423,"user_tz":-60,"elapsed":503,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"3efa4d9e-357c-4959-fb75-913798fec673","colab":{"base_uri":"https://localhost:8080/","height":235}},"source":["max_min_date = dataset.groupby(['Company']).agg({'Date': [np.min,np.max]})\n","max_min_date"],"execution_count":31,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead tr th {\n","        text-align: left;\n","    }\n","\n","    .dataframe thead tr:last-of-type th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr>\n","      <th></th>\n","      <th colspan=\"2\" halign=\"left\">Date</th>\n","    </tr>\n","    <tr>\n","      <th></th>\n","      <th>amin</th>\n","      <th>amax</th>\n","    </tr>\n","    <tr>\n","      <th>Company</th>\n","      <th></th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>AMD</th>\n","      <td>2020-10-27</td>\n","      <td>2020-11-13</td>\n","    </tr>\n","    <tr>\n","      <th>AMZN</th>\n","      <td>2020-11-10</td>\n","      <td>2020-11-14</td>\n","    </tr>\n","    <tr>\n","      <th>FB</th>\n","      <td>2020-11-05</td>\n","      <td>2020-11-14</td>\n","    </tr>\n","    <tr>\n","      <th>GOOG</th>\n","      <td>2020-11-09</td>\n","      <td>2020-11-14</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["               Date            \n","               amin        amax\n","Company                        \n","AMD      2020-10-27  2020-11-13\n","AMZN     2020-11-10  2020-11-14\n","FB       2020-11-05  2020-11-14\n","GOOG     2020-11-09  2020-11-14"]},"metadata":{"tags":[]},"execution_count":31}]},{"cell_type":"code","metadata":{"id":"8NppQdt5QHeP","executionInfo":{"status":"ok","timestamp":1605386634060,"user_tz":-60,"elapsed":485,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"c588ae2f-1d62-4412-c676-cd2ec961b9b5","colab":{"base_uri":"https://localhost:8080/","height":204}},"source":["dataset['MaxDate'] = dataset.groupby('Company').Date.transform('max')\n","dataset['MinDate'] = dataset.groupby('Company').Date.transform('min')\n","\n","dataset.head()"],"execution_count":32,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Company</th>\n","      <th>Date</th>\n","      <th>Time</th>\n","      <th>News Headline</th>\n","      <th>Sentiment</th>\n","      <th>MaxDate</th>\n","      <th>MinDate</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>AMD</td>\n","      <td>2020-11-13</td>\n","      <td>08:00PM</td>\n","      <td>Mergers Have Bounced Back. But Will Biden See ...</td>\n","      <td>neg</td>\n","      <td>2020-11-13</td>\n","      <td>2020-10-27</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>AMD</td>\n","      <td>2020-11-13</td>\n","      <td>08:30AM</td>\n","      <td>AMD Is Shattering Intel's Dominance in Style</td>\n","      <td>pos</td>\n","      <td>2020-11-13</td>\n","      <td>2020-10-27</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>AMD</td>\n","      <td>2020-11-13</td>\n","      <td>07:25AM</td>\n","      <td>Cramer Gives His Opinion On Blackstone, Advanc...</td>\n","      <td>pos</td>\n","      <td>2020-11-13</td>\n","      <td>2020-10-27</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>AMD</td>\n","      <td>2020-11-12</td>\n","      <td>12:30PM</td>\n","      <td>Forget AMD, This Hot Gaming Stock Has Almost D...</td>\n","      <td>pos</td>\n","      <td>2020-11-13</td>\n","      <td>2020-10-27</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>AMD</td>\n","      <td>2020-11-12</td>\n","      <td>09:10AM</td>\n","      <td>IBM Teams Up With AMD to Enhance AI and Securi...</td>\n","      <td>pos</td>\n","      <td>2020-11-13</td>\n","      <td>2020-10-27</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Company        Date     Time  ... Sentiment     MaxDate     MinDate\n","0     AMD  2020-11-13  08:00PM  ...       neg  2020-11-13  2020-10-27\n","1     AMD  2020-11-13  08:30AM  ...       pos  2020-11-13  2020-10-27\n","2     AMD  2020-11-13  07:25AM  ...       pos  2020-11-13  2020-10-27\n","3     AMD  2020-11-12  12:30PM  ...       pos  2020-11-13  2020-10-27\n","4     AMD  2020-11-12  09:10AM  ...       pos  2020-11-13  2020-10-27\n","\n","[5 rows x 7 columns]"]},"metadata":{"tags":[]},"execution_count":32}]},{"cell_type":"code","metadata":{"id":"lfALy6b5QJz5","executionInfo":{"status":"ok","timestamp":1605388480071,"user_tz":-60,"elapsed":501,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"58baf0df-a852-49fb-bcca-8245556370b6","colab":{"base_uri":"https://localhost:8080/"}},"source":["company_early_late_dates = {}\n","\n","for index, row in dataset.iterrows():\n","  if row['Company'] in company_early_late_dates:\n","      company_early_late_dates[row['Company']]['early'] = row['MinDate']\n","      company_early_late_dates[row['Company']]['late'] = row['MaxDate']\n","  else:\n","    company_early_late_dates[row['Company']] = {'early': None, 'late': None}\n","\n","company_early_late_dates"],"execution_count":49,"outputs":[{"output_type":"execute_result","data":{"text/plain":["{'AMD': {'early': datetime.date(2020, 10, 27),\n","  'late': datetime.date(2020, 11, 13)},\n"," 'AMZN': {'early': datetime.date(2020, 11, 10),\n","  'late': datetime.date(2020, 11, 14)},\n"," 'FB': {'early': datetime.date(2020, 11, 5),\n","  'late': datetime.date(2020, 11, 14)},\n"," 'GOOG': {'early': datetime.date(2020, 11, 9),\n","  'late': datetime.date(2020, 11, 14)}}"]},"metadata":{"tags":[]},"execution_count":49}]},{"cell_type":"code","metadata":{"id":"yzajDcIHQMO3","executionInfo":{"status":"ok","timestamp":1605388481693,"user_tz":-60,"elapsed":725,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"12b1a7ea-63e9-4fac-b4c6-0f7b32464872","colab":{"base_uri":"https://localhost:8080/"}},"source":["for key, value in company_early_late_dates.items():\n","  print(key, '->', value)\n","  tmp_df = si.get_data(key, start_date=value['early'], end_date=value['late'])\n","  tmp_df['date'] = tmp_df.index\n","  tmp_df.to_csv(key + '_BERT.csv', index=False)"],"execution_count":50,"outputs":[{"output_type":"stream","text":["AMD -> {'early': datetime.date(2020, 10, 27), 'late': datetime.date(2020, 11, 13)}\n","AMZN -> {'early': datetime.date(2020, 11, 10), 'late': datetime.date(2020, 11, 14)}\n","FB -> {'early': datetime.date(2020, 11, 5), 'late': datetime.date(2020, 11, 14)}\n","GOOG -> {'early': datetime.date(2020, 11, 9), 'late': datetime.date(2020, 11, 14)}\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"bJb5fq5kQP1S","executionInfo":{"status":"ok","timestamp":1605388483196,"user_tz":-60,"elapsed":465,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"bf9a5a20-268c-4ec2-8092-3d9bd14802de","colab":{"base_uri":"https://localhost:8080/"}},"source":["sentiment_result = {}\n","for value in dataset['Sentiment']:\n","  if value in sentiment_result:\n","    if value == 'neu':\n","      sentiment_result['neu'] += 1\n","    elif value == 'pos':\n","      sentiment_result['pos'] += 1\n","    elif value == 'neg':\n","      sentiment_result['neg'] += 1\n","  else:\n","    sentiment_result[value] = 1\n","\n","sentiment_result"],"execution_count":51,"outputs":[{"output_type":"execute_result","data":{"text/plain":["{'neg': 198, 'pos': 202}"]},"metadata":{"tags":[]},"execution_count":51}]},{"cell_type":"code","metadata":{"id":"mzMJt_LHQSTB","executionInfo":{"status":"ok","timestamp":1605388512760,"user_tz":-60,"elapsed":536,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"8c94f201-d585-4602-b1b0-f4f9ec056479","colab":{"base_uri":"https://localhost:8080/"}},"source":["result_by_companies = {}\n","for index, row in dataset.iterrows():\n","  if row['Company'] in result_by_companies:\n","    if row['Sentiment'] == 'neu':\n","      result_by_companies[row['Company']]['neu'] +=1\n","    if row['Sentiment'] == 'pos':\n","      result_by_companies[row['Company']]['pos'] +=1\n","    if row['Sentiment'] == 'neg':\n","      result_by_companies[row['Company']]['neg'] +=1\n","  else:\n","    result_by_companies[row['Company']] = {'neg': 0, 'neu': 0, 'pos': 0}\n","\n","result_by_companies"],"execution_count":52,"outputs":[{"output_type":"execute_result","data":{"text/plain":["{'AMD': {'neg': 42, 'neu': 0, 'pos': 57},\n"," 'AMZN': {'neg': 48, 'neu': 0, 'pos': 51},\n"," 'FB': {'neg': 54, 'neu': 0, 'pos': 45},\n"," 'GOOG': {'neg': 52, 'neu': 0, 'pos': 47}}"]},"metadata":{"tags":[]},"execution_count":52}]},{"cell_type":"code","metadata":{"id":"flp7bJs31OU1","executionInfo":{"status":"ok","timestamp":1605388514356,"user_tz":-60,"elapsed":489,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"eea6a901-8874-499d-ca7b-4d03121825eb","colab":{"base_uri":"https://localhost:8080/","height":241}},"source":["dataframe_list = []\n","for key, value in result_by_companies.items():\n","  print(key, '->', value)\n","  dataframe_list.append([key, value['neg'], value['neu'], value['pos']])\n","\n","\n","dataset_company = pd.DataFrame(dataframe_list, columns=[\"Company\", \"Neg\", \"Neu\", \"Pos\"])\n","dataset_company.head()"],"execution_count":53,"outputs":[{"output_type":"stream","text":["AMD -> {'neg': 42, 'neu': 0, 'pos': 57}\n","AMZN -> {'neg': 48, 'neu': 0, 'pos': 51}\n","FB -> {'neg': 54, 'neu': 0, 'pos': 45}\n","GOOG -> {'neg': 52, 'neu': 0, 'pos': 47}\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Company</th>\n","      <th>Neg</th>\n","      <th>Neu</th>\n","      <th>Pos</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>AMD</td>\n","      <td>42</td>\n","      <td>0</td>\n","      <td>57</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>AMZN</td>\n","      <td>48</td>\n","      <td>0</td>\n","      <td>51</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>FB</td>\n","      <td>54</td>\n","      <td>0</td>\n","      <td>45</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>GOOG</td>\n","      <td>52</td>\n","      <td>0</td>\n","      <td>47</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Company  Neg  Neu  Pos\n","0     AMD   42    0   57\n","1    AMZN   48    0   51\n","2      FB   54    0   45\n","3    GOOG   52    0   47"]},"metadata":{"tags":[]},"execution_count":53}]},{"cell_type":"code","metadata":{"id":"E_JRz1_krl0_","executionInfo":{"status":"ok","timestamp":1605388516282,"user_tz":-60,"elapsed":492,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"cfa0730e-8b8c-4c15-ee36-4f7d22e43ecd","colab":{"base_uri":"https://localhost:8080/","height":269}},"source":["index = np.arange(len(company_tikcers))\n","score_label = np.arange(0, 110, 10)\n","\n","bar_width = 0.35\n","\n","fig, ax = plt.subplots()\n","barNeg = ax.bar(index - bar_width/2, dataset_company['Neg'], bar_width, label='Neg')\n","barPos = ax.bar(index + bar_width/2, dataset_company['Pos'], bar_width, label='Pos')\n","\n","ax.set_xticks(index)\n","ax.set_xticklabels(company_tikcers)\n","\n","ax.set_yticks(score_label)\n","ax.set_yticklabels(score_label)\n","\n","\n","ax.legend()\n","\n","def insert_data_labels(bars):\n","  for bar in bars:\n","    bar_height = bar.get_height()\n","    ax.annotate('{0:.0f}'.format(bar.get_height()),\n","                xy=(bar.get_x() + bar.get_width() / 2, bar_height),\n","                xytext=(0,3),\n","                textcoords='offset points',\n","                ha='center',\n","                va='bottom'\n","    )\n","\n","insert_data_labels(barNeg)\n","insert_data_labels(barPos)\n","\n","plt.show()\n"],"execution_count":54,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 432x288 with 1 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"ZjXCUUicR4jo","executionInfo":{"status":"ok","timestamp":1605388519101,"user_tz":-60,"elapsed":565,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["def percentage(part, whole):\n","  temp = 100 * float(part) / float(whole)\n","  return format(temp, '.2f')"],"execution_count":55,"outputs":[]},{"cell_type":"code","metadata":{"id":"zrLMb1lrR6S1","executionInfo":{"status":"ok","timestamp":1605388520327,"user_tz":-60,"elapsed":599,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["def visualization(positive, neutral, negative):\n","  labels = ['Positive [' + str(positive) + '%]','Neutral [' + str(neutral) + '%]',\n","            'Negative [' + str(negative) + '%]']\n","  sizes = [positive, neutral, negative]\n","  colors = ['lightgreen', 'gold', 'red']\n","  patches, texts = plt.pie(sizes, colors=colors, startangle=90)\n","  plt.title('Aggregate sentiment value of the economic news headlines')\n","  plt.legend(patches, labels, loc=\"best\")\n","  plt.axis('equal')\n","  plt.tight_layout()\n","  plt.show()"],"execution_count":56,"outputs":[]},{"cell_type":"code","metadata":{"id":"DebWthyMR8Xs","executionInfo":{"status":"ok","timestamp":1605388525431,"user_tz":-60,"elapsed":629,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"3387966b-1dcc-4f2d-d55b-2d79e53c8348","colab":{"base_uri":"https://localhost:8080/","height":297}},"source":["# össze gazdasági megítélés ezen cégek híreire fókuszálva\n","all_num = sentiment_result['pos'] + sentiment_result['neg']\n","pos_percent = percentage(part=sentiment_result['pos'], whole=all_num)\n","neg_percent = percentage(part=sentiment_result['neg'], whole=all_num)\n","\n","visualization(positive=pos_percent,neutral=0, negative=neg_percent)"],"execution_count":58,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 432x288 with 1 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"YDn5t5C0SQjF","executionInfo":{"status":"ok","timestamp":1605388528428,"user_tz":-60,"elapsed":436,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}}},"source":["amd_stock = pd.read_csv(\"/content/AMD_BERT.csv\")\n","amzn_stock = pd.read_csv(\"/content/AMZN_BERT.csv\")\n","fb_stock = pd.read_csv(\"/content/FB_BERT.csv\")\n","goog_stock = pd.read_csv(\"/content/GOOG_BERT.csv\")"],"execution_count":59,"outputs":[]},{"cell_type":"code","metadata":{"id":"KOZAhOS1STqg","executionInfo":{"status":"ok","timestamp":1605386654564,"user_tz":-60,"elapsed":669,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"0a1f6323-d8b3-4b41-b329-6eb3bd4c7ff5","colab":{"base_uri":"https://localhost:8080/","height":479}},"source":["plt.figure(figsize=(16.2, 6.5))\n","plt.title('Stock Close Periods - AMD')\n","plt.plot(amd_stock['adjclose'], label='AMD', color = 'blue')\n","x = amd_stock['date']\n","y = amd_stock['adjclose']\n","plt.plot(x, y)\n","plt.xticks(rotation=70)\n","plt.xlabel('Date')\n","plt.ylabel('Adj Close')\n","plt.show()"],"execution_count":43,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1166.4x468 with 1 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"bHF4fINyopcu","executionInfo":{"status":"ok","timestamp":1605386657499,"user_tz":-60,"elapsed":475,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"416da0fb-661d-4b94-f612-8b17342f29d1","colab":{"base_uri":"https://localhost:8080/","height":235}},"source":["pd.options.display.float_format = '{:,.3f}'.format\n","amd_stock.corr()"],"execution_count":44,"outputs":[{"output_type":"execute_result","data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>open</th>\n","      <th>high</th>\n","      <th>low</th>\n","      <th>close</th>\n","      <th>adjclose</th>\n","      <th>volume</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>open</th>\n","      <td>1.000</td>\n","      <td>0.953</td>\n","      <td>0.899</td>\n","      <td>0.811</td>\n","      <td>0.811</td>\n","      <td>0.263</td>\n","    </tr>\n","    <tr>\n","      <th>high</th>\n","      <td>0.953</td>\n","      <td>1.000</td>\n","      <td>0.962</td>\n","      <td>0.910</td>\n","      <td>0.910</td>\n","      <td>0.133</td>\n","    </tr>\n","    <tr>\n","      <th>low</th>\n","      <td>0.899</td>\n","      <td>0.962</td>\n","      <td>1.000</td>\n","      <td>0.971</td>\n","      <td>0.971</td>\n","      <td>-0.054</td>\n","    </tr>\n","    <tr>\n","      <th>close</th>\n","      <td>0.811</td>\n","      <td>0.910</td>\n","      <td>0.971</td>\n","      <td>1.000</td>\n","      <td>1.000</td>\n","      <td>-0.089</td>\n","    </tr>\n","    <tr>\n","      <th>adjclose</th>\n","      <td>0.811</td>\n","      <td>0.910</td>\n","      <td>0.971</td>\n","      <td>1.000</td>\n","      <td>1.000</td>\n","      <td>-0.089</td>\n","    </tr>\n","    <tr>\n","      <th>volume</th>\n","      <td>0.263</td>\n","      <td>0.133</td>\n","      <td>-0.054</td>\n","      <td>-0.089</td>\n","      <td>-0.089</td>\n","      <td>1.000</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["          open  high    low  close  adjclose  volume\n","open     1.000 0.953  0.899  0.811     0.811   0.263\n","high     0.953 1.000  0.962  0.910     0.910   0.133\n","low      0.899 0.962  1.000  0.971     0.971  -0.054\n","close    0.811 0.910  0.971  1.000     1.000  -0.089\n","adjclose 0.811 0.910  0.971  1.000     1.000  -0.089\n","volume   0.263 0.133 -0.054 -0.089    -0.089   1.000"]},"metadata":{"tags":[]},"execution_count":44}]},{"cell_type":"code","metadata":{"id":"cyWuvZYGoqnY","executionInfo":{"status":"ok","timestamp":1605386660054,"user_tz":-60,"elapsed":881,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"40aa39ee-abca-4888-d1a5-8ea6229d7e5e","colab":{"base_uri":"https://localhost:8080/","height":596}},"source":["# amd stock correlation analisys\n","\n","plt.figure(figsize=(16, 10))\n","sns.heatmap(amd_stock[['open', 'high', 'low', 'adjclose', 'volume']].corr(), annot=True)\n","plt.show()"],"execution_count":45,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1152x720 with 2 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"PerA0HYRSWbl","executionInfo":{"status":"ok","timestamp":1605386662975,"user_tz":-60,"elapsed":557,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"a542f354-c92c-4498-9946-5efde1560e98","colab":{"base_uri":"https://localhost:8080/","height":479}},"source":["plt.figure(figsize=(16.2, 6.5))\n","plt.title('Stock Close Periods - AMZN')\n","plt.plot(amzn_stock['adjclose'])\n","x = amzn_stock['date']\n","y = amzn_stock['adjclose']\n","plt.plot(x, y)\n","plt.xticks(rotation=70)\n","plt.xlabel('Date')\n","plt.ylabel('Adj Close')\n","plt.show()"],"execution_count":46,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1166.4x468 with 1 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"dmbnQNozSYV_","executionInfo":{"status":"ok","timestamp":1605386665067,"user_tz":-60,"elapsed":580,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"a353d689-7491-4afd-fb10-178adaddcf38","colab":{"base_uri":"https://localhost:8080/","height":479}},"source":["plt.figure(figsize=(16.2, 6.5))\n","plt.title('Stock Close Periods - FB')\n","plt.plot(fb_stock['adjclose'], label='FB', color = 'green')\n","x = fb_stock['date']\n","y = fb_stock['adjclose']\n","plt.plot(x, y)\n","plt.xticks(rotation=70)\n","plt.xlabel('Date')\n","plt.ylabel('Adj Close')\n","plt.show()"],"execution_count":47,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1166.4x468 with 1 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"Je8BD7ObSaPk","executionInfo":{"status":"ok","timestamp":1605386667532,"user_tz":-60,"elapsed":598,"user":{"displayName":"László Nemes","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GipYw9y7tCp0nX2PYupZ6jt-q6m9BZku8-jmPK6Bg=s64","userId":"15128154694276965462"}},"outputId":"9a6585f6-f7c8-4121-ddb6-33922bda146a","colab":{"base_uri":"https://localhost:8080/","height":479}},"source":["plt.figure(figsize=(16.2, 6.5))\n","plt.title('Stock Close Periods - GOOG')\n","plt.plot(goog_stock['adjclose'], label='GOOG', color = 'red')\n","x = goog_stock['date']\n","y = goog_stock['adjclose']\n","plt.plot(x, y)\n","plt.xticks(rotation=70)\n","plt.xlabel('Date')\n","plt.ylabel('Adj Close')\n","plt.show()"],"execution_count":48,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1166.4x468 with 1 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]}]}