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<software xmlns:xlink="http://www.w3.org/1999/xlink" 
	xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
	xsi:noNamespaceSchemaLocation="software.xsd">
	<!--xmlns="karin"-->

<blah>This is a test.</blah>
<!-- Software packages -->
<package id="cbrother">

	<name>cBrother</name>
	<synopsis>A program written in C to infer rare recombination events from aligned nucleotide sequence data.</synopsis>
	<description>
		<paragraph>
			Suchard et. al developed a Bayesian multiple change point model to test for the presence of rare recombination events in the history of a set of sampled sequences 
				<cross_ref>
					<cite>Suchard02a</cite>
					<cite>Suchard03a</cite>
				</cross_ref>.
			In this model, an unknown number of evolutionary change points, where mutation rates or topology change, were hypothesized to occur throughout the alignment.
			Later, Minin et. al separated the evolutionary change point process into two separate processes, one describing the topological changes along an alignment, and another describing the changes in rates
				<cross_ref>
					<cite>Minin05a</cite>
				</cross_ref>
			The original Java version of the software for running these models is available on <a href="http://www.biomath.medsch.ucla.edu/msuchard">Marc Suchard's website</a>.
			cBrother is a C version of the Java code with a few changes.
			In particular, the C version implements additional priors for testing whether recombinant sequences with similar structure resulted from a single or multiple recombination events.
			Please see the <a href="http://rumi.gdcb.iastate.edu/wiki/cBrother">cBrother Wiki</a> for more information.
		</paragraph>
	</description>
	<file>
		<size>NA</size>
		<platform>Linux|Mac|Windows</platform>
		<format>tar gzip</format>
		<filename>http://rumi.gdcb.iastate.edu/wiki/cBrother</filename>
		<date>2006-09-15</date>
		<note>Version 2.0</note>
	</file>
	<file>
		<size>108 KB</size>
		<platform>Linux</platform>
		<format>tar gzip</format>
		<filename>cbrother1.0.tar.gz</filename>
		<date>2005-05-07</date>
		<note>Version 1.0</note>
	</file>
	<bibliography>
		<citation>Suchard02a</citation>
		<citation>Suchard03a</citation>
		<citation>Minin05a</citation>
	</bibliography>
</package>

<package id="efron">
	<name>efron</name>
	<synopsis>A program written in C to estimate the p-value in support of a hypothesis of recombination among aligned nucleotide sequence data.</synopsis>
	<description>
		<paragraph>
			Dorman et. al developed a corrected bootstrap procedure for testing recombination hypotheses
				<cross_ref>
					<cite>Dorman02</cite>
				</cross_ref>.
			More to come.
		</paragraph>
	</description>
	<file>
		<size>88 KB</size>
		<platform>Linux</platform>
		<format>tar gzipped</format>
		<filename>efron1.0.tar.gz</filename>
		<date>2005-05-07</date>
		<note>Original public release</note>
	</file>
	<file>
		<size>88 KB</size>
		<platform>Linux</platform>
		<format>tar gzipped</format>
		<filename>efron1.1.tar.gz</filename>
		<date>2005-09-21</date>
		<note>Fixes bugs to work with newer linux distributions</note>
	</file>
	<bibliography>
		<citation>Dorman01</citation>
		<citation>Dorman02</citation>
	</bibliography>
</package>

<package id="mlegp">
	<name>mlegp</name>
	<synopsis>An R package to analyze computer models of complex systems.</synopsis>
	<description>
		<paragraph>
		Gaussian processes (GPs) are flexible statistical models commonly used for predicting output from complex computer codes. As such, GPs are well-suited for the analysis of computer models of biological systems, which have been traditionally difficult to analyze due to their high-dimensional, non-linear, and resource-intensive nature. We describe an R package, <i>mlegp</i>, that fits GPs to computer model outputs and performs sensitivity analysis to identify and characterize the effects of important model parameters.
		</paragraph>
		<paragraph>
		Go to <a href="http://cran.r-project.org/src/contrib/Descriptions/mlegp.html"><i>mlegp</i>'s CRAN page</a> to download the package.
		</paragraph>
	</description>
	<bibliography>
		<citation>Dancik07a</citation>
		<citation>Dancik07b</citation>
	</bibliography>
</package>

<!-- People -->
<!-- People -->
<person id="SuchardMA">
	<surname>Suchard</surname>
	<initials>MA</initials>
</person>
<person id="WeissRE">
	<surname>Weiss</surname>
	<initials>RE</initials>
</person>
<person id="DancikGM">
	<surname>Dancik</surname>
	<initials>GM</initials>
</person>
<person id="DormanKS">
	<surname>Dorman</surname>
	<initials>KS</initials>
</person>
<person id="JonesDE">
	<surname>Jones</surname>
	<initials>DE</initials>
</person>
<person id="MininVN">
	<surname>Minin</surname>
	<initials>VN</initials>
</person>
<person id="SinsheimerJS">
	<surname>Sinsheimer</surname>
	<initials>JS</initials>
</person>
<person id="FangF">
	<surname>Fang</surname>
	<initials>F</initials>
</person>
<person id="KaplanAH">
	<surname>Kaplan</surname>
	<initials>AH</initials>
</person>

<!-- References -->
<reference id="Dancik07a">
	<authors>
		<author>DancikGM</author>
		<author>DormanKS</author>
	</authors>
	<year>2007</year>
	<title><i>mlegp</i>: statistical analysis for computer models of biological systems using R</title>
	<journal>
		<journal_title>Bioinformatics</journal_title>
		<abbreviation>Bioinformatics</abbreviation>
	</journal>
	<volume></volume>
	<number></number>
	<pages>
		<first_page></first_page>
		<last_page></last_page>
	</pages>
	<status>Submitted</status>
</reference>
<reference id="Dancik07b">
	<authors>
		<author>DancikGM</author>
		<author>JonesDE</author>
		<author>DormanKS</author>
	</authors>
	<year>2007</year>
	<title>Parameter estimation and sensitivity analysis in an agent-based model of <i>Leishmania major</i> infection</title>
	<journal>
		<journal_title>Journal of Theoretical Biology</journal_title>
		<abbreviation>J. Theor. Biol.</abbreviation>
	</journal>
	<volume></volume>
	<number></number>
	<pages>
		<first_page></first_page>
		<last_page></last_page>
	</pages>
	<status>In progress</status>
</reference>
<reference id="Suchard02a">
	<authors>
		<author>SuchardMA</author>
		<author>WeissRE</author>
		<author>DormanKS</author>
		<author>SinsheimerJS</author>
	</authors>
	<year>2002</year>
	<title>Oh brother where art thou? A bayes factor test for recombination with uncertain heritage</title>
	<journal>
		<journal_title>Systematic Biology</journal_title>
		<abbreviation>Syst. Biol.</abbreviation>
	</journal>
	<volume>51</volume>
	<number>5</number>
	<pages>
		<first_page>1</first_page>
		<last_page>14</last_page>
	</pages>
	<status>Published</status>
</reference>
<reference id="Suchard03a">
	<authors>
		<author>SuchardMA</author>
		<author>WeissRE</author>
		<author>DormanKS</author>
		<author>SinsheimerJS</author>
	</authors>
	<year>2003</year>
	<title>Inferring spatial phylogenetic variation along nucleotide sequences</title>
	<journal>
		<journal_title>Journal of the American Statistical Association</journal_title>
		<abbreviation>J. Am. Stat. Assoc.</abbreviation>
	</journal>
	<volume>98</volume>
	<pages>
		<first_page>427</first_page>
		<last_page>437</last_page>
	</pages>
	<status>Published</status>
</reference>
<reference id="Minin05a">
	<authors>
		<author>MininVN</author>
		<author>DormanKS</author>
		<author>FangF</author>
		<author>SuchardMA</author>
	</authors>
	<year>2005</year>
	<title>Dual multiple change-point model leads to more accurate recombination detection</title>
	<journal>
		<journal_title>Bioinformatics</journal_title>
	</journal>
	<status>In press</status>
</reference>
<reference id="Dorman01">
	<authors>
		<author>DormanKS</author>
	</authors>
	<year>2001</year>
	<title>Dissertation: Human Immunodeficiency Virus Type 1 Genome Variability - Recombination and Emergence of Resistance</title>
	<status>UCLA</status>
</reference>
<reference id="Dorman02">
	<authors>
		<author>DormanKS</author>
		<author>KaplanAH</author>
		<author>SinsheimerJS</author>
	</authors>
	<year>2002</year>
	<title>Bootstrap confidence levels for HIV-1 recombination</title>
	<journal>
		<journal_title>Journal of Molecular Evolution</journal_title>
		<abbreviation>J. Mol. Evol.</abbreviation>
	</journal>
	<volume>54</volume>
	<number>2</number>
	<pages>
		<first_page>200</first_page>
		<last_page>209</last_page>
	</pages>
	<status>Published</status>
</reference>
</software>
