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 <title ArticleCode="104039">A Performance Study of Transitive Closure Algorithms.</title>
 <authors>
 <author AuthorPosition="01">Raghu Ramakrishnan</author>
 <author AuthorPosition="00">Shaul Dar</author>
 </authors>
 <confName>ACM SIGMOD Conference</confName>
 <confYear>1994</confYear>
 <volume>23</volume>
 <number>2</number>
 <initPage>454</initPage>
 <endPage>465</endPage>
 <fullText href="http://www.acm.org/pubs/articles/proceedings/mod/191839/p454-dar/p454-dar.pdf">
 	<size>1278 KB</size>
 </fullText>
 <abstract>We present a comprehensive performance evaluation of transitive closure (reachability) algorithms for databases.  The study is based upon careful implementations of the algorithms, measures page I/O, and covers algorithms for full transitive closure as we</abstract>
 <generalTerms>
 <term>Theory of Computation, ANALYSIS OF ALGORITHMS AND PROBLEM COMPLEXITY, Nonnumerical Algorithms and Problems, Computations on discrete structures.</term>
 <term>Information Systems, DATABASE MANAGEMENT, Systems, Query processing.</term>
 <term>Mathematics of Computing, DISCRETE MATHEMATICS, Graph Theory, Graph algorithms.</term>
 <term>Mathematics of Computing, DISCRETE MATHEMATICS, Graph Theory, Trees.</term>
 </generalTerms>
 <categoryAndSubjectDescriptors>
  <categoryAndSubjectDescriptorsTuple>
 <category>H.2.4</category>
 <content>Information Systems, DATABASE MANAGEMENT, Systems, Query processing.</content>
  </categoryAndSubjectDescriptorsTuple>

  <categoryAndSubjectDescriptorsTuple>
 <category>F.2.2</category>
 <content>Theory of Computation, ANALYSIS OF ALGORITHMS AND PROBLEM COMPLEXITY, Nonnumerical Algorithms and Problems, Computations on discrete structures.</content>
  </categoryAndSubjectDescriptorsTuple>

  <categoryAndSubjectDescriptorsTuple>
 <category>G.2.2</category>
 <content>Mathematics of Computing, DISCRETE MATHEMATICS, Graph Theory, Graph algorithms.</content>
  </categoryAndSubjectDescriptorsTuple>

  <categoryAndSubjectDescriptorsTuple>
 <category>G.2.2</category>
 <content>Mathematics of Computing, DISCRETE MATHEMATICS, Graph Theory, Trees.</content>
  </categoryAndSubjectDescriptorsTuple>

 </categoryAndSubjectDescriptors>
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