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	<title>PMean &#187; Probability concepts</title>
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		<title>Recommended: ProbOnto</title>
		<link>http://blog.pmean.com/probonto/</link>
		<comments>http://blog.pmean.com/probonto/#comments</comments>
		<pubDate>Mon, 12 Jun 2017 22:57:18 +0000</pubDate>
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		<category><![CDATA[Probability concepts]]></category>

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		<description><![CDATA[This page is moving to a new website. If you work with probability distributions a lot, you find there are mutliple parameterizations (e.g., the two different forms of the exponential distribution), as well as interesting relationships (the geometric distribution is a discrete version of the exponential distribution). I have found Wikipedia to be a nice [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This page is moving to a <a href="http://new.pmean.com/probonto/">new website</a>.</p>
<p>If you work with probability distributions a lot, you find there are mutliple parameterizations (e.g., the two different forms of the exponential distribution), as well as interesting relationships (the geometric distribution is a discrete version of the exponential distribution). I have found Wikipedia to be a nice guide for some of this, but the coverage is uneven in quality. One of the Wikipedia links mentioned a new website, ProbOnto, that offers a systematic and standardized attempt to catalog every important probability distribution and the relationships among these distributions.<span id="more-1109"></span></p>
<p>Maciej J Swat, Pierre Grenon, Sarala Wimalaratne. ProbOnto. Available at <a href="https://sites.google.com/site/probonto/home">https://sites.google.com/site/probonto/home</a>.</p>
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" /></p>
]]></content:encoded>
			<wfw:commentRss>http://blog.pmean.com/probonto/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>PMean: Will the baby walk away?</title>
		<link>http://blog.pmean.com/baby-walk/</link>
		<comments>http://blog.pmean.com/baby-walk/#comments</comments>
		<pubDate>Sat, 25 Mar 2017 13:33:16 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Statistics]]></category>
		<category><![CDATA[Probability concepts]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=1049</guid>
		<description><![CDATA[This page has moved to a new website. I submitted a cute probability problem to the Riddler section of Nate Silver&#8217;s Five Thirty Eight web site.  Here&#8217;s a cut-and-paste of the problem. From Steve Simon, an adorable living-room puzzle: Your baby is learning to walk. The baby begins by holding onto a couch. Whenever she [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This page has moved to a <a href="http://new.pmean.com/baby-walk/">new website</a>.</p>
<p>I submitted a <a href="https://fivethirtyeight.com/features/will-the-baby-walk-away-will-the-troll-kill-the-dwarves/">cute probability problem</a> to the Riddler section of <a href="https://fivethirtyeight.com/">Nate Silver&#8217;s Five Thirty Eight web site</a>.  Here&#8217;s a cut-and-paste of the problem.<span id="more-1049"></span></p>
<p>From Steve Simon, an adorable living-room puzzle:</p>
<p>Your baby is learning to walk. The baby begins by holding onto a couch. Whenever she is next to the couch, there is a 25 percent chance that she will take a step forward and a 75 percent chance that she will stay clutching the couch. If the baby is one or more steps away from the couch, there’s a 25 percent chance that she will take a step forward, a 25 percent chance she’ll stay in place and a 50 percent chance she’ll take one step back toward the couch.</p>
<p>In the long run, what percent of the time does the baby choose to clutch the couch?</p>
]]></content:encoded>
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		</item>
		<item>
		<title>PMean: About those &#8220;awful&#8221; election predictions</title>
		<link>http://blog.pmean.com/election-predictions/</link>
		<comments>http://blog.pmean.com/election-predictions/#comments</comments>
		<pubDate>Thu, 10 Nov 2016 19:47:26 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Statistics]]></category>
		<category><![CDATA[Probability concepts]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=983</guid>
		<description><![CDATA[If you were on Mars for the past few days, you may not have noticed that Donald Trump has won the election. There has been a lot of commentary lately about how badly the predictions about the U.S. election have been and someone mentioned that even Nate Silver at the fivethirtyeight website had a predicted [&#8230;]]]></description>
				<content:encoded><![CDATA[<div lang="x-unicode">
<p>If you were on Mars for the past few days, you may not have noticed that Donald Trump has won the election. There has been a lot of commentary lately about how badly the predictions about the U.S. election have been and someone mentioned that even Nate Silver at the fivethirtyeight website had a predicted probability of a Clinton win at 71%. I wrote a brief comment that predicting an event with 71% probability does not mean that your prediction was &#8220;wrong&#8221; if the other event occurs.<span id="more-983"></span></p>
<p>If I were a better artist, I would draw a Charlie Brown type cartoon of Hillary Clinton running up to kick the football and Donald Trump yanking away the football at the last minute. That would be a subtle reference to Nate Silver&#8217;s repeated field goal analogy (Clinton&#8217;s chances of losing are equal to an NFL kicker missing an xx-yard field goal). Sometimes it was a 40 yard field goal and sometimes it was a 37 yard field goal, but it was an analogy that was lost on many people, I think.</p>
<p>Andrew Gelman made a point about this back in 2012, when he pointed out that a probability like 71% is not &#8220;wrong&#8221; if the opposite event happens. We see lots of events with 29% probability happening. Nate Silver was quoted after after Game 5 of the World Series (when the Cubs were down 3-2), as saying that the Cubs had a 24% chance of winning the World Series. And he got criticized for this &#8220;awful&#8221; prediction when the Cubs won it all.</p>
<p>So I think that a criticism of Nate Silver is just flat out wrong. He had a fairly detailed explanation of <a href="http://fivethirtyeight.com/features/election-update-why-our-model-is-more-bullish-than-others-on-trump">why Trump might win</a>. Note that this was written before the election.</p>
<p>Some of the other models had much higher probabilities and they were probably wrong because, as Nate Silver himself said, they didn&#8217;t account properly for correlated errors. His prediction was almost eerie &#8220;If Clinton loses Pennsylvania despite having a big lead in the polls there, for instance, she might also have problems in Michigan, North Carolina and other swing states.&#8221;</p>
<p>The other thing is that even a small bias in the national polls, a bias of 2%, would have a huge impact on the election. It would have made Romney president in 2012 and it did make Trump president in 2016. See, for example, <a href="http://andrewgelman.com/2016/11/09/explanations-shocking-2-shift/">Andrew Gelman&#8217;s commentary</a> and <a href="http://fivethirtyeight.com/features/what-a-difference-2-percentage-points-makes/">Nate Silver&#8217;s</a>.</p>
<p>I think the problem was not the prediction that Clinton would win, but rather the certainty of that prediction. Too many people looked at a more or less consistent Clinton lead in the major polls and in the major swing states and ignored the fact that these leads were often fairly thin leads.</p>
<p>As I understand it, in the <a href="http://thisisstatistics.org/electionprediction2016/">ASA student competition to predict the election</a>, only 3% of the students predicted a Trump win. Those few who did, should be patting themselves on the back right now. But I can&#8217;t bring myself to criticize the other 97%.</p>
<p>This page has moved to <a href="http://new.pmean.com/election-predictions/">a new website</a>.</p>
</div>
]]></content:encoded>
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		<title>Recommended: Why Coincidences, Miracles And Rare Events Happen Every Day.</title>
		<link>http://blog.pmean.com/why-coincidences-happen/</link>
		<comments>http://blog.pmean.com/why-coincidences-happen/#comments</comments>
		<pubDate>Thu, 20 Feb 2014 16:54:02 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Statistics]]></category>
		<category><![CDATA[Probability concepts]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=177</guid>
		<description><![CDATA[This is an interview with David Hand, the author of a new book, The Improbability Principle: Why Coincidences, Miracles and Rare Events Happen Every Day. The discussion raises the issue of events that seem highly improbable based on a simple probability calculation, but which nevertheless, are not that uncommon. Why Coincidences, Miracles And Rare Events [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This is an interview with David Hand, the author of a new book, The Improbability Principle: Why Coincidences, Miracles and Rare Events Happen Every Day. The discussion raises the issue of events that seem highly improbable based on a simple probability calculation, but which nevertheless, are not that uncommon.<span id="more-177"></span></p>
<p>Why Coincidences, Miracles And Rare Events Happen Every Day. Forbes. Available at: <a href="http://www.forbes.com/sites/johnnavin/2014/02/18/why-coincidences-miracles-and-rare-events-happen-every-day/">http://www.forbes.com/sites/johnnavin/2014/02/18/why-coincidences-miracles-and-rare-events-happen-every-day/</a>.</p>
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" 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