The requested URL \"/sites/default/files/speech.txt\" was not found on this server.
\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"trusted":true,"id":"P_ArG9wUih3I","outputId":"ac4eb124-b6e8-4bef-f66a-8be4413be125"},"source":["from string import punctuation\n","\n","# remove numbers\n","mlk_speech = ''.join(c for c in mlk_speech if not c.isdigit())\n","\n","# remove punctuation and make lower case\n","mlk_speech = ''.join(c for c in mlk_speech if c not in punctuation).lower()\n","\n","print(mlk_speech)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["and so even though we face the difficulties of today and tomorrow i still have a dream it is a dream deeply rooted in the american dream\n"," \n","i have a dream that one day this nation will rise up and live out the true meaning of its creed\n"," \n","we hold these truths to be selfevident that all men are created equal\n"," \n","i have a dream that one day on the red hills of georgia the sons of former slaves and the sons of former slave owners will be able to sit down together at the table of brotherhood\n"," \n","i have a dream that one day even the state of mississippi a state sweltering with the heat of injustice sweltering with the heat of oppression will be transformed into an oasis of freedom and justice\n"," \n","i have a dream that my four little children will one day live in a nation where they will not be judged by the color of their skin but by the content of their character\n"," \n","i have a dream today\n"," \n","i have a dream that one day down in alabama with its vicious racists with its governor having his lips dripping with the words of interposition and nullification one day right there in alabama little black boys and black girls will be able to join hands with little white boys and white girls as sisters and brothers\n"," \n","i have a dream today\n"," \n","i have a dream that one day every valley shall be exalted and every hill and mountain shall be made low the rough places will be made plain and the crooked places will be made straight and the glory of the lord shall be revealed and all flesh shall see it together\n"," \n","this is our hope and this is the faith that i go back to the south with\n"," \n","with this faith we will be able to hew out of the mountain of despair a stone of hope with this faith we will be able to transform the jangling discords of our nation into a beautiful symphony of brotherhood with this faith we will be able to work together to pray together to struggle together to go to jail together to stand up for freedom together knowing that we will be free one day\n"," \n","and this will be the day this will be the day when all of god s children will be able to sing with new meaning\n"," \n","my country tis of thee sweet land of liberty of thee i sing\n","land where my fathers died land of the pilgrim s pride\n","from every mountainside let freedom ring\n","and if america is to be a great nation this must become true\n","and so let freedom ring from the prodigious hilltops of new hampshire\n","let freedom ring from the mighty mountains of new york\n","let freedom ring from the heightening alleghenies of pennsylvania\n","let freedom ring from the snowcapped rockies of colorado\n","let freedom ring from the curvaceous slopes of california\n"," \n","but not only that\n","let freedom ring from stone mountain of georgia\n","let freedom ring from lookout mountain of tennessee\n","let freedom ring from every hill and molehill of mississippi\n","from every mountainside let freedom ring\n","and when this happens when we allow freedom ring when we let it ring from every village and every hamlet from every state and every city we will be able to speed up that day when all of god s children black men and white men jews and gentiles protestants and catholics will be able to join hands and sing in the words of the old negro spiritual\n","free at last free at last\n"," \n","thank god almighty we are free at last\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"trusted":true,"id":"Ct2hOMC_ih3R","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1611830161966,"user_tz":-60,"elapsed":2366,"user":{"displayName":"Wojciech Sak","photoUrl":"","userId":"11116427820943767651"}},"outputId":"a088ce9a-c7e0-4062-c907-c69e572adaed"},"source":["#remove stopwords\n","import nltk\n","nltk.download(\"stopwords\")\n","from nltk.corpus import stopwords\n","\n","mlk_speech = ' '.join([word for word in mlk_speech.split() if word not in (stopwords.words('english'))])\n","\n","print(mlk_speech)"],"execution_count":8,"outputs":[{"output_type":"stream","text":["[nltk_data] Downloading package stopwords to /root/nltk_data...\n","[nltk_data] Unzipping corpora/stopwords.zip.\n","The requested URL \"/sites/default/files/speech.txt\" found server.
\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"trusted":true,"id":"SVsdmSnbih3d","outputId":"3e641512-46d6-428a-e0b9-498d11e79185"},"source":["from nltk.stem.porter import PorterStemmer\n","from nltk.probability import FreqDist\n","import pandas as pd\n","nltk.download(\"punkt\")\n","\n","ps = PorterStemmer()\n","words = nltk.tokenize.word_tokenize(mlk_speech)\n","stems = [ps.stem(word) for word in words] \n","\n","fd = FreqDist(stems)\n","fd_df = pd.DataFrame(fd, index=[0]).T \n","\n","print(fd_df)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[nltk_data] Downloading package punkt to /home/nbuser/nltk_data...\n","[nltk_data] Unzipping tokenizers/punkt.zip.\n"," 0\n","abl 8\n","alabama 2\n","allegheni 1\n","allow 1\n","almighti 1\n","america 1\n","american 1\n","back 1\n","beauti 1\n","becom 1\n","black 3\n","boy 2\n","brother 1\n","brotherhood 2\n","california 1\n","cathol 1\n","charact 1\n","children 3\n","citi 1\n","color 1\n","colorado 1\n","content 1\n","countri 1\n","creat 1\n","creed 1\n","crook 1\n","curvac 1\n","day 11\n","deepli 1\n","despair 1\n","... ..\n","speed 1\n","spiritu 1\n","stand 1\n","state 3\n","still 1\n","stone 2\n","straight 1\n","struggl 1\n","sweet 1\n","swelter 2\n","symphoni 1\n","tabl 1\n","tennesse 1\n","thank 1\n","thee 2\n","though 1\n","ti 1\n","today 3\n","togeth 7\n","tomorrow 1\n","transform 2\n","true 2\n","truth 1\n","valley 1\n","viciou 1\n","villag 1\n","white 3\n","word 2\n","work 1\n","york 1\n","\n","[162 rows x 1 columns]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"trusted":true,"id":"NDh5k59lih3p","outputId":"37ac7d57-e09b-4ed3-b708-9a032e7702e8"},"source":["%matplotlib inline\n","import matplotlib.pyplot as plt\n","\n","counts = fd_df.sort_values(0, ascending = False)\n","ar = plt.figure(figsize=(16,9))\n","ax = ar.gca()\n","counts[0][:60].plot(kind='bar', ax=ax)\n","ax.set_title(\"Frequency Distribution\")\n","ax.set_ylabel(\"Freq. or words\")\n","ax.set_xlabel(\"Stems\")\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["