几类非齐次偏微分方程周期行波解的存在性

《几类非齐次偏微分方程周期行波解的存在性》由会员上传分享，免费在线阅读，更多相关内容在学术论文-天天文库。

1、20183a¬ÆØ©Aašàg‡©•§±Ï1Å)•35Šö6¶H÷+•“4?JÇƉ;’A^êÆïÄ••‡©•§†ÄåXÚüêƉÆÆÆSc•2015c9–2018c6˜lc8ìÜŒÆ20183a¬ÆØ©Aašàg‡©•§±Ï1Å)•35Šö6¶H÷+•“4?JÇƉ;’A^êÆïÄ••‡©•§†ÄåXÚüêƉÆÆÆSc•2015c9–2018c6"˜lc8ThesisforMaster'sdegree,ShanxiUniversity,2018Existence

2、ofperiodictravelingwavesolutionsforseveralkindsofnonhomogeneouspartialdierentialequationsStudentNameHongpengGuoSupervisorProf.GuirongLiuMajorAppliedmathematicsFieldofResearchDierentialEquationsandDynamicalSystemsDepartmentSchoolofMathematicalSciencesResea

3、rchDuration2015.09-2018.06June,20188¹¥©Á‡...............................................................................IAbstract.............................................................................III1˜ÙXØ...........................................

4、................................11.1ïĵ......................................................................11.2ý•£......................................................................21Ù2šàgBBM•§ÚKdVB•§±Ï1Å)...........................52.1Úó.........

5、..................................................................52.2‚¼ê•{.................................................................62.3±Ï1Å)•35........................................................121nÙ˜a2šàgBoussinesq•§±Ï1Å).................

6、............213.1Úó..........................................................................213.2‚¼ê•{................................................................223.3±Ï1Å)•35........................................................23o(†Ð"............

7、...............................................................25ë•©z.............................................................................27ïĤJ.............................................................................30—........................

8、..........................................................31‡<{¹9éX•ª.................................................................32«ìÖ..............................................................