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	<title>PMean &#187; Stata software</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: Reproducible research with Stata</title>
		<link>http://blog.pmean.com/reproducible-stata/</link>
		<comments>http://blog.pmean.com/reproducible-stata/#comments</comments>
		<pubDate>Sun, 13 May 2018 16:06:48 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Recommended]]></category>
		<category><![CDATA[Reproducible research]]></category>
		<category><![CDATA[Stata software]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=1510</guid>
		<description><![CDATA[This page is moving to a new website. This outlines a way to produce &#8220;beautiful Beamer presentations&#8221; using Stata. This is a step towards the goal of reproducible research. Karthik Balachandrian. Reproducible research with Stata. Medico Musings blog. May 12, 2018. Available at https://medicalruminations.wordpress.com/2018/05/12/reproducible-research-with-stata/.]]></description>
				<content:encoded><![CDATA[<p>This page is moving to a <a href="http://new.pmean.com/reproducible-stata/">new website</a>.</p>
<p>This outlines a way to produce &#8220;beautiful Beamer presentations&#8221; using Stata. This is a step towards the goal of reproducible research.<span id="more-1510"></span></p>
<p>Karthik Balachandrian. Reproducible research with Stata. Medico Musings blog. May 12, 2018. Available at <a href="https://medicalruminations.wordpress.com/2018/05/12/reproducible-research-with-stata/">https://medicalruminations.wordpress.com/2018/05/12/reproducible-research-with-stata/</a>.</p>
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		<title>Recommended: Textbook Examples Applied Survival Analysis</title>
		<link>http://blog.pmean.com/ucla-software/</link>
		<comments>http://blog.pmean.com/ucla-software/#comments</comments>
		<pubDate>Sat, 24 Mar 2018 20:08:19 +0000</pubDate>
		<dc:creator><![CDATA[pmean]]></dc:creator>
				<category><![CDATA[Recommended]]></category>
		<category><![CDATA[R software]]></category>
		<category><![CDATA[SAS software]]></category>
		<category><![CDATA[SPSS software]]></category>
		<category><![CDATA[Stata software]]></category>
		<category><![CDATA[Survival analysis]]></category>
		<category><![CDATA[Teaching resources]]></category>

		<guid isPermaLink="false">http://blog.pmean.com/?p=1417</guid>
		<description><![CDATA[This page is moving to a new website. I&#8217;m teaching an online workshop for The Analysis Factor on survival analysis. It&#8217;s not announced yet, and I have a LOT of work to do before it is ready. One thing that will save me time is that I am taking many of my examples from the excellent [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This page is moving to a <a href="http://new.pmean.com/ucla-software/">new website</a>.</p>
<p>I&#8217;m teaching an online workshop for <a href="https://www.theanalysisfactor.com/">The Analysis Factor</a> on survival analysis. It&#8217;s not announced yet, and I have a LOT of work to do before it is ready. One thing that will save me time is that I am taking many of my examples from the excellent textbook, Applied Survival Analysis Second Edition. One nice perk of this book is that the helpful folks at UCLA have taken every textbook example, and written up code (with comments!) to reproduce the book&#8217;s results. With the exception of a few advanced methods in later chapters, where only one or two software packages have the right capability, the code is written in parallel in R, SAS, SPSS, and Stata. They also have links to the <a href="ftp://ftp.wiley.com/public/sci_tech_med/survival/">raw data at the publishers website</a>, and datasets stored in <a href="https://stats.idre.ucla.edu/wp-content/uploads/2016/02/asa2_sas.zip">SAS format</a> and <a href="https://stats.idre.ucla.edu/wp-content/uploads/2016/02/asa2_spss.zip">SPSS format</a>. How nice! Browse around and you&#8217;ll find software code for all the examples in other popular statistics textbooks as well.</p>
<p>Warning! The R examples look like they are from the first edition, not the second edition. A small nitpick for an otherwise very nice resource.<span id="more-1417"></span></p>
<p>UCLA Institute for Digital Research and Education. Textbook Examples Applied Survival Analysis. Second edition by David W. Hosmer, Jr., Stanley Lemeshow, and Susanne May. Available at <a href="https://stats.idre.ucla.edu/other/examples/asa2/">https://stats.idre.ucla.edu/other/examples/asa2/</a>.</p>
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" 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