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	<title>PMean &#187; Text mining</title>
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	<link>http://blog.pmean.com</link>
	<description>A blog about statistics, evidence-based medicine, and research ethics</description>
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		<title>Recommended: GloVe word vector embeddings</title>
		<link>http://blog.pmean.com/word-vector-embeddings/</link>
		<comments>http://blog.pmean.com/word-vector-embeddings/#comments</comments>
		<pubDate>Wed, 01 Aug 2018 20:28:24 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Recommended]]></category>
		<category><![CDATA[Big data]]></category>
		<category><![CDATA[Text mining]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=1567</guid>
		<description><![CDATA[This page is moving to a new website.]]></description>
				<content:encoded><![CDATA[<p>This page is moving to a <a href="http://new.pmean.com/word-vector-embeddings/">new website</a>.</p>
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		<title>PMean: Sentiment analysis of A Christmas Carol</title>
		<link>http://blog.pmean.com/christmas-carol/</link>
		<comments>http://blog.pmean.com/christmas-carol/#comments</comments>
		<pubDate>Tue, 13 Feb 2018 23:15:39 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Statistics]]></category>
		<category><![CDATA[Text mining]]></category>

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		<description><![CDATA[This page is moving to a new website. I was at an interesting talk about sentiment analysis and decided to try something simple myself. Sentiment analysis is a text analytics method that compares text data with a list of words with positive or negative sentiments. The relative frequency of the positive or negative words is a [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This page is moving to a <a href="http://new.pmean.com/christmas-carol/">new website</a>.</p>
<p>I was at an interesting talk about sentiment analysis and decided to try something simple myself. Sentiment analysis is a text analytics method that compares text data with a list of words with positive or negative sentiments. The relative frequency of the positive or negative words is a crude measure of the general sentiment of the text item. I ran a sentiment analysis on the text of the famous Charles Dickens novel, A Christmas Carol.<span id="more-1347"></span></p>
<p>You can get the <a href="https://github.com/pmean/text-mining-examples">code for my sentiment analysis</a> on my github site.</p>
<p>Running a tool like sentiment analysis is always difficult, but especially for a work of literature. The rule for good writers, I hear, is that you are better of showing something than saying something. So you get a sense of dread watching Scrooge&#8217;s possessions getting sold off that is much stronger than the impact of individual words. Even with this limitation, sentiment analysis can reveal some interesting patterns.</p>
<p>Here&#8217;s a graph of the analysis.</p>
<p><a href="http://www.pmean.com/18/images.sentiment.png"><img alt="Graph of sentiment analysis" src="http://www.pmean.com/18/images/sentiment.png" /></a></p>
<p>The individual dots represent a sentiment value for the individual paragraphs. Notice how you see a mix throughout the book. Every chapter has a large number of paragraphs with positive sentiment values and a large number of paragraphs with negative sentiment values. The blue line, a smooth curve, shows that the balance of positive and negative paragraphs swings back and forth.</p>
<p>The first chapter, for example, starts out slightly positive. This may represent Scrooge&#8217;s smug satisfaction with himself. The text turns negative about halfway through. This is when Scrooge goes to his home, encounters a strange vision on his door knocker, and then meets the ghost of Jacob Marley.</p>
<p>The next chapter, representing Scrooge&#8217;s encounter with the Spirit of Christmas Past, is a fairly even mix. Recall that Scrooge is encountering memories of his early years, and there is a mix of nostalgia and regret throughout.</p>
<p>The third chapter, representing Scrooge&#8217;s encounter with the Spirit of Christmas Present, starts out positively, with Scrooge seeing the happiness in the Cratchet family and at his nephew&#8217;s party. But the mood turns very dark, especially at the end of the chapter when Scrooge meets the two children, ignorance and want, hiding under the spirit&#8217;s cloak.</p>
<p>The fourth chapter should be the one with the most negative sentiment, but perhaps the imagery and symbolism is not captured sufficiently by the mere words on the page.</p>
<p>The last chapter, where Scrooge awakens and realizes that he has been given a fresh chance at life, is clearly filled with positive sentiments.</p>
<p>If I get a chance, I want to experiment with an interactive display which allows you to hover over a point and see the full paragraph of text associated with that point.</p>
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		<title>Recommended: Trump’s Android and iPhone tweets, one year later</title>
		<link>http://blog.pmean.com/trump-tweets/</link>
		<comments>http://blog.pmean.com/trump-tweets/#comments</comments>
		<pubDate>Wed, 13 Sep 2017 22:53:36 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Recommended]]></category>
		<category><![CDATA[R software]]></category>
		<category><![CDATA[Text mining]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=1171</guid>
		<description><![CDATA[This is a nice example of using R for text mining of twitter feeds, and the author gives lots of links and hints on how you could do something similar. David Robinson. Trump’s Android and iPhone tweets, one year later. Variance Explained blog, August 9, 2017. Available at http://varianceexplained.org/r/trump-followup/.]]></description>
				<content:encoded><![CDATA[<p>This is a nice example of using R for text mining of twitter feeds, and the author gives lots of links and hints on how you could do something similar.<span id="more-1171"></span></p>
<p>David Robinson. Trump’s Android and iPhone tweets, one year later. Variance Explained blog, August 9, 2017. Available at <a href="http://varianceexplained.org/r/trump-followup/">http://varianceexplained.org/r/trump-followup/</a>.</p>
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" 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