關(guān)于具階段結(jié)構(gòu)和脈沖影響的單種群動(dòng)力學(xué)行為的研究.pdf

1、新疆太學(xué)論文題目(中文)：論文題目(外文)：研究生姓名：學(xué)科、專(zhuān)業(yè)：研究方向：導(dǎo)師姓名職稱(chēng)：關(guān)于具階段結(jié)構(gòu)和脈沖影響的單種群動(dòng)力學(xué)行為的研究Onthedynamic3behaviorofsing；especiespopulationmode；withstagest；‘uct址rear’dbirthpulses侯娟應(yīng)用數(shù)學(xué)常微分方程及應(yīng)珂』滕志東教授劉兵博士蜃論文答辯日期學(xué)位授予日期年月年月竺竺II__●。___。_’———____。_。

2、。。。。_。____。。。_________。。。。。_。。。。。。。。。。’————————————AbstractImpulsivedifferentialequationsaresuitableforthemathe—maticalsimulationofevolutionaryprocesseswhichexperienceachangeofstateabruptlyowingtoinstantaneousperturbatio

3、nsIntermsofthemathematicaltreatment，thepresenceofimpulsesgivesthesystemamixednature，bothcontinuousanddiscreteThetheoryofimpulsivedifferentialequationsismuchricherthanthecorrespondingtheoryofdifferentialequationswithoutim

4、pulsireeffectsItiSwellknownthatmanyre&1worldphenomenaandhumanactivetiesdoexibitimpulsiveeffectsInthisthesis)basedonimpulsixredi＆rentialequationsweestablishandinvestigatethedvnamicalbehaviorsofakindofasinglespeciesmodelwi

5、thstagestructure，birthpulseandseasonalharvesting，Byusingsto—boscopicmapweexploretheeffectsofbirthpulseandharvesttim—ingonthedynamicalcomplexityWeobtainanexact1periodicsolutionofsystems，whicharewithRickerfunctionandBevcrt

6、on—HoRfunctionandobtainthethresholdconditionsfortheirstabilityBynumericalsinmlationswefindthatthedynamicalbe—haviorsofthestagestructuredpopulationmodelswithbirthpulseandresonalhavestingareverycomplexincludingperiod—doubl

7、ingcascade，period—halvingcascadechaoticbandswithperiodicwin—dowsand“period，adding”phenomenaFurtherweshowthatthetimingofharvestinghasastrongimpactonthemanagementofpestpopulationWealsogiveanspecificexampleinfishharvesttoin