<?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>A generalization of Straube&amp;#39;s theorem: existence of absolutely continuous invariant measures for random maps</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1518</link><description>Islam, Shafiqul; G{\'o}ra, Pawel; Boyarsky, Abraham; "A generalization of Straube&amp;#39;s theorem: existence of absolutely continuous invariant measures for random maps", Journal of Applied Mathematics and Stochastic Analysis.JAMSA, 2005, 2, 133</description><pubDate>2012-10-19T13:16:07.584Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1518</guid></item><item><title>Absolutely continuous invariant measures that cannot be observed experimentally</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1516</link><description>G{\'o}ra, Pawe{\l}; Boyarsky, Abraham; Islam, Shafiqul; Bahsoun, Wael; "Absolutely continuous invariant measures that cannot be observed experimentally", SIAM Journal on Applied Dynamical Systems, 2006, 1, 84</description><pubDate>2012-10-19T13:19:35.853Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1516</guid></item><item><title>Randomly chosen chaotic maps can give rise to nearly ordered behavior</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1515</link><description>Boyarsky, Abraham; G{\'o}ra, Pawe{\l}; Islam, Shafiqul; "Randomly chosen chaotic maps can give rise to nearly ordered behavior", Physica D.Nonlinear Phenomena, 2005, 3-4, 284</description><pubDate>2012-10-19T13:43:40.083Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1515</guid></item><item><title>Absolutely continuous invariant measures of linear interval maps</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1519</link><description>Islam, Shafiqul; "Absolutely continuous invariant measures of linear interval maps", International Journal of Pure and Applied Mathematics, 2006, 4, 449</description><pubDate>2012-10-19T14:23:41.369Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1519</guid></item><item><title>Invariant densities of random maps have lower bounds on their supports</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1517</link><description>G{\'o}ra, Pawe{\l}; Boyarsky, Abraham; Islam, Shafiqul; "Invariant densities of random maps have lower bounds on their supports", Journal of Applied Mathematics and Stochastic Analysis.JAMSA, 2006, , Art. D 79175, 13</description><pubDate>2012-10-19T14:54:53.212Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1517</guid></item><item><title>Approximation of absolutely continuous invariant measures for Markov switching position dependent random maps</title><link>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1521</link><description>Islam, Shafiqul; G{\'o}ra, Pawel; Boyarsky, Abraham; "Approximation of absolutely continuous invariant measures for Markov switching position dependent random maps", International Journal of Pure and Applied Mathematics, 2005, 1, 51</description><pubDate>2012-10-19T15:20:48.613Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:ir-batch6-1521</guid></item><item><title>Statistical design of an experimental problem in harmonics</title><link>
        http://islandscholar.ca/fedora/repository/ir:689</link><description>Aggarwaia, Rita; Alam, Jahrul; Islam, Md Shafiqul; Lamoureux, Michael; Paulhus, Marc; Powojowski, Miro; Rasekh, Leila; "Statistical design of an experimental problem in harmonics", , 2000, , </description><pubDate>2013-03-10T19:59:38.417Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:689</guid></item><item><title>Diffusion approximations of the geometric Markov renewal processes and option price formulas</title><link>
        http://islandscholar.ca/fedora/repository/ir:690</link><description>Anatoliy, S.; Islam, Shafiqul; "Diffusion approximations of the geometric Markov renewal processes and option price formulas", International Journal of Stochastic Analysis, 2010, , </description><pubDate>2013-03-10T20:00:49.326Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:690</guid></item><item><title>Invariant measures for higher dimensional Markov switching position dependent random maps</title><link>
        http://islandscholar.ca/fedora/repository/ir:717</link><description>ISLAM, M. D. S.; "Invariant measures for higher dimensional Markov switching position dependent random maps", International Journal of Bifurcation and Chaos, 2009, 1, 409</description><pubDate>2013-03-10T20:35:57.853Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:717</guid></item><item><title>Invariant measures of stochastic perturbations of dynamical systems using Fourier approximations</title><link>
        http://islandscholar.ca/fedora/repository/ir:718</link><description>ISLAM, M. D. S.; PAWEL, G.; "Invariant measures of stochastic perturbations of dynamical systems using Fourier approximations", Bifurcation and Chaos, , , </description><pubDate>2013-03-10T20:44:01.26Z</pubDate><guid>
        http://islandscholar.ca/fedora/repository/ir:718</guid></item></channel></rss>