<?xml version="1.0" encoding="utf-8"?><rss version="2.0"><channel><title>An IslandScholar Citation Feed</title><link>http://vre2.upei.ca:8080/solr</link><description>
          A scholar's citation feed.
         </description><language>en-us</language><docs>http://vre2.upei.ca:8080/solr</docs><item><title>On the number of dependent sets in a connected graph</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1677</link><description>Horrocks, D. G. C.; "On the number of dependent sets in a connected graph", Ars Combinatoria, 1999, , 239</description><pubDate>2012-10-19T15:15:43.545Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1677</guid></item><item><title>The numbers of dependent k-sets in a graph are log concave</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1676</link><description>Horrocks, D. G. C.; "The numbers of dependent k-sets in a graph are log concave", Journal of Combinatorial Theory Series B, 2002, 1, 180</description><pubDate>2012-11-25T15:02:51.762Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1676</guid></item><item><title>Nested chain partitions of Hamiltonian filters</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1679</link><description>Horrocks, D. G. C.; "Nested chain partitions of Hamiltonian filters", Journal of Combinatorial Theory Series A, 1998, 2, 176</description><pubDate>2013-04-07T18:32:35.975Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1679</guid></item><item><title>On Lih&amp;#39;s conjecture concerning spernerity</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1678</link><description>Horrocks, D. G. C.; "On Lih&amp;#39;s conjecture concerning spernerity", European Journal of Combinatorics, 1999, 2, 131</description><pubDate>2013-05-02T16:53:36.057Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1678</guid></item></channel></rss>