<?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>Simultaneous approximation and interpolation of increasing functions by increasing entire functions</title><link>
        http://islandscholar.ca/fedora/repository/ir:783</link><description>Burke, Maxim R.; "Simultaneous approximation and interpolation of increasing functions by increasing entire functions", The Interplay Between Measure Theory, Topology and Functional Analysis, 2009, 2, 845</description><pubDate>2012-10-19T12:59:41.071Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:783</guid></item><item><title>Various products of category densities and liftings</title><link>
        http://islandscholar.ca/fedora/repository/ir:782</link><description>Burke, M. R.; Macheras, N. D.; Musiał, K.; Strauss, W.; "Various products of category densities and liftings", Special Issue Dedicated To Jan &amp;quot;Honza&amp;quot; Pelant, 2009, 7, 1253</description><pubDate>2012-10-19T13:14:27.684Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:782</guid></item><item><title>Continuous functions which take a somewhere dense set of values on every open set (vol 103, pg 95, 2000)--correction</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1657</link><description>Burke, Maxim R.; "Continuous functions which take a somewhere dense set of values on every open set (vol 103, pg 95, 2000)--correction", Topology and its Applications, 2000, 1, 105</description><pubDate>2012-10-19T13:24:41.877Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1657</guid></item><item><title>Large entire cross-sections of second category sets in Rn+1</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1652</link><description>Burke, Maxim R.; "Large entire cross-sections of second category sets in Rn+1", Topology and its Applications, 2007, 1, 215</description><pubDate>2012-10-19T14:23:51.174Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1652</guid></item><item><title>Bounded sets in topological vector spaces</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1662</link><description>Burke, Maxim R.; Todorcevic, S.; "Bounded sets in topological vector spaces", Mathematische Annalen, 1996, 1, 103</description><pubDate>2012-10-19T14:30:59.889Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1662</guid></item><item><title>Sets of range uniqueness for classes of continuous functions</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1659</link><description>Burke, Maxim R.; Ciesielski, K.; "Sets of range uniqueness for classes of continuous functions", Proceedings of the American Mathematical Society, 1999, 11, 3295</description><pubDate>2012-10-19T14:37:01.831Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1659</guid></item><item><title>Category product densities and liftings</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1653</link><description>Burke, Maxim R.; Macheras, N. D.; Musial, K.; Strauss, W.; "Category product densities and liftings", Topology and its Applications, 2006, 7, 1164</description><pubDate>2012-10-19T14:49:34.331Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1653</guid></item><item><title>Continuous functions which take a somewhere dense set of values on every open set</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1658</link><description>Burke, Maxim R.; "Continuous functions which take a somewhere dense set of values on every open set", Topology and its Applications, 2000, 1, 95</description><pubDate>2012-10-19T15:09:07.681Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1658</guid></item><item><title>Borel measurability of separately continuous functions, II</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1656</link><description>Burke, Maxim R.; "Borel measurability of separately continuous functions, II", Topology and its Applications, 2003, 3, 159</description><pubDate>2012-10-19T15:09:38.319Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1656</guid></item><item><title>Models in which every nonmeager set is nonmeager in a nowhere dense Cantor set</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1654</link><description>Burke, Maxim R.; Miller, A. W.; "Models in which every nonmeager set is nonmeager in a nowhere dense Cantor set", Canadian Journal of Mathematics / Journal Canadien De Mathematiques, 2005, 6, 1139</description><pubDate>2013-04-06T19:29:15.852Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1654</guid></item></channel></rss>