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			</style>[an error occurred while processing this directive]<div class="content-width"><ol class="breadcrumb text-uppercase"><li><a href="/">Home</a></li><li><a href="/research/">Research</a></li><li><a href="/research/pl/">Programming Languages</a></li><li><a href="/research/pl/projects.html">projects</a></li><li><a href="/projects/rdtp/">Reusability and Dependent Types</a></li><li class="active">Publications</li></ol></div><!-- MOBILE NAVIGATION --><div class="content-width space-below mobile-menu-placeholder visible-xs visible-sm"></div><!-- COLUMNS --><div class="container-fluid content-width"><div class="row"><div class="col-xs-12 col-md-9 col-md-push-3" id="maincontent"><!-- CONTENT (Column 2) --><div class="page-title"><h1>Reusability and Dependent Types: Publications
</h1></div><div role="toolbar" class="btn-toolbar"><div class="btn-group"><a href="/projects/publications/date/rdtp.html" aria-hidden="true" type="button" class="btn btn-oxford-blue"><span class="glyphicon glyphicon-sort-by-attributes"></span> By date</a><a href="/projects/publications/title/rdtp.html" aria-hidden="true" type="button" class="btn btn-default"><span class="glyphicon glyphicon-sort-by-attributes"></span> By title</a><a href="/projects/publications/type/rdtp.html" aria-hidden="true" type="button" class="btn btn-default"><span class="glyphicon glyphicon-sort-by-attributes"></span> By type</a><a href="/projects/publications/bibtex/rdtp.html" aria-hidden="true" type="button" class="btn btn-default"><span class="glyphicon glyphicon-file"></span> BibTex</a></div></div><ul class="list-unbulleted list-unbulleted-spaced"><li>
	
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	<p class="publicationTitle"> <strong>
            Programming with Ornaments </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko and Jeremy Gibbons  </em> </p>
	
	<p class="publicationDetails"> 
        In <em>Journal of Functional Programming</em>.
        
            Vol. 27.
        December,
            2016.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication10344-abstract.html">
			Details <span class="sr-only" > about <em> Programming with Ornaments  </em></span> </a> |
			<a href="/publications/publication10344.bib">
			BibTeX  <span class="sr-only" > data for <em> Programming with Ornaments  </em></span>   </a>
			
			 | <a
		href="http://dx.doi.org/10.1017/S0956796816000307">
		DOI (10.1017/S0956796816000307)
		</a> 
					| <a href="http://www.cs.ox.ac.uk/jeremy.gibbons/publications/progorn.pdf"> Download (pdf)  <span class="sr-only" > of <em> Programming with Ornaments  </em></span>   </a>
  				
		
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	<p class="publicationTitle"> <strong>
            Analysis and synthesis of inductive families </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko  </em> </p>
	
	<p class="publicationDetails">  PhD Thesis University of Oxford.
        2014.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication8927-abstract.html">
			Details <span class="sr-only" > about <em> Analysis and synthesis of inductive families  </em></span> </a> |
			<a href="/publications/publication8927.bib">
			BibTeX  <span class="sr-only" > data for <em> Analysis and synthesis of inductive families  </em></span>   </a>
			
			
					| <a href="https://github.com/josh-hs-ko/dissertation/raw/master/dissertation.pdf"> Download (pdf)  <span class="sr-only" > of <em> Analysis and synthesis of inductive families  </em></span>   </a>
  				
		
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	<p class="publicationTitle"> <strong>
            Categorical organisation of the ornament&#x2013;refinement framework </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko and Jeremy Gibbons  </em> </p>
	
	<p class="publicationDetails"> Submitted to POPL'14.
        July,
            2013.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication6978-abstract.html">
			Details <span class="sr-only" > about <em> Categorical organisation of the ornament&#x2013;refinement framework  </em></span> </a> |
			<a href="/publications/publication6978.bib">
			BibTeX  <span class="sr-only" > data for <em> Categorical organisation of the ornament&#x2013;refinement framework  </em></span>   </a>
			
			
					| <a href="http://www.cs.ox.ac.uk/people/hsiang-shang.ko/pcOrn-categorical/pcOrn-categorical.pdf"> Download (pdf)  <span class="sr-only" > of <em> Categorical organisation of the ornament&#x2013;refinement framework  </em></span>   </a>
  				
		
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	<p class="publicationTitle"> <strong>
            Modularising inductive families </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko and Jeremy Gibbons  </em> </p>
	
	<p class="publicationDetails"> 
        In <em>Progress in Informatics</em>.
        
            No. 10.
        
                Pages 65&#x2212;88.
            2013.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication6002-abstract.html">
			Details <span class="sr-only" > about <em> Modularising inductive families  </em></span> </a> |
			<a href="/publications/publication6002.bib">
			BibTeX  <span class="sr-only" > data for <em> Modularising inductive families  </em></span>   </a>
			
			 | <a
		href="http://dx.doi.org/10.2201/NiiPi.2013.10.5">
		DOI (10.2201/NiiPi.2013.10.5)
		</a> 
					| <a href="http://www.cs.ox.ac.uk/people/hsiang-shang.ko/pcOrn/pcOrn.pdf"> Download (pdf)  <span class="sr-only" > of <em> Modularising inductive families  </em></span>   </a>
  				
		
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	<p class="publicationTitle"> <strong>
            Relational algebraic ornaments </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko and Jeremy Gibbons  </em> </p>
	
	<p class="publicationDetails"> 
            In  
            <em>
            Dependently Typed Programming</em>.
        ACM.
        2013.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication6569-abstract.html">
			Details <span class="sr-only" > about <em> Relational algebraic ornaments  </em></span> </a> |
			<a href="/publications/publication6569.bib">
			BibTeX  <span class="sr-only" > data for <em> Relational algebraic ornaments  </em></span>   </a>
			
			 | <a
		href="http://dx.doi.org/10.1145/2502409.2502413">
		DOI (10.1145/2502409.2502413)
		</a> 
					| <a href="http://www.cs.ox.ac.uk/people/hsiang-shang.ko/algOrn/algOrn.pdf"> Download (pdf)  <span class="sr-only" > of <em> Relational algebraic ornaments  </em></span>   </a>
  				
		
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	<p class="publicationTitle"> <strong>
            Modularising inductive families </strong> </p>
	    <p class="publicationAuthors"> <em> Hsiang&#x2212;Shang Ko and Jeremy Gibbons  </em> </p>
	
	<p class="publicationDetails"> 
            In  
            <em>
            Workshop on Generic Programming</em>.
        
                Pages 13&#x2212;24.
            ACM.
        2011.
        </p>
	
        		<p class="publicationlinks"> <a
        
            		href="/publications/publication5008-abstract.html">
			Details <span class="sr-only" > about <em> Modularising inductive families  </em></span> </a> |
			<a href="/publications/publication5008.bib">
			BibTeX  <span class="sr-only" > data for <em> Modularising inductive families  </em></span>   </a>
			
			 | <a
		href="http://dx.doi.org/10.1145/2036918.2036921">
		DOI (10.1145/2036918.2036921)
		</a> 
					| <a href="http://www.cs.ox.ac.uk/people/hsiang-shang.ko/OAOAOO/OAOAOO.pdf"> Download (pdf)  <span class="sr-only" > of <em> Modularising inductive families  </em></span>   </a>
  				
		
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