<?xml version="1.0" encoding="UTF-8"?><xml><records><record><source-app name="Biblio" version="7.x">Drupal-Biblio</source-app><ref-type>17</ref-type><contributors><authors><author><style face="normal" font="default" size="100%">Y.Q. Chen</style></author></authors><secondary-authors><author><style face="normal" font="default" size="100%">Y.J. Cho</style></author><author><style face="normal" font="default" size="100%">S.M. Kang</style></author></secondary-authors></contributors><titles><title><style face="normal" font="default" size="100%">PERIODIC SOLUTIONS FOR NONLINEAR EVOLUTION EQUATIONS WITH SMALL PERTURBATIONS</style></title><secondary-title><style face="normal" font="default" size="100%">Communications in Applied Analysis</style></secondary-title><short-title><style face="normal" font="default" size="100%">Periodic Solutions for Evolution Equations  </style></short-title></titles><keywords><keyword><style  face="normal" font="default" size="100%">34C25</style></keyword><keyword><style  face="normal" font="default" size="100%">34G20</style></keyword><keyword><style  face="normal" font="default" size="100%">47H05</style></keyword><keyword><style  face="normal" font="default" size="100%">47H10</style></keyword></keywords><dates><year><style  face="normal" font="default" size="100%">2005</style></year><pub-dates><date><style  face="normal" font="default" size="100%">01/2005</style></date></pub-dates></dates><urls><web-urls><url><style face="normal" font="default" size="100%">http://www.acadsol.eu/en/articles/9/1/3.pdf</style></url></web-urls></urls><volume><style face="normal" font="default" size="100%">9</style></volume><pages><style face="normal" font="default" size="100%">41</style></pages><language><style face="normal" font="default" size="100%">eng</style></language><abstract><style face="normal" font="default" size="100%">&lt;p class=&quot;rtejustify&quot;&gt;Let A : R × E → E&lt;sup&gt;∗&lt;/sup&gt; be a limit mapping of class (S&lt;sub&gt;+&lt;/sub&gt; ), where E is a real reflexive Banach space. We study the existence of periodic solutions of the following evolution equation&lt;/p&gt;

&lt;p class=&quot;rtecenter&quot;&gt;&lt;br /&gt;
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&quot; width=&quot;295&quot; /&gt;&lt;/p&gt;

&lt;p&gt;As a special case, we derive the existence of periodic solutions when A is pseudomonotone.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</style></abstract><issue><style face="normal" font="default" size="100%">1</style></issue><work-type><style face="normal" font="default" size="100%">scientific: mathematics</style></work-type><section><style face="normal" font="default" size="100%">33</style></section></record></records></xml>