1. <ruby id="li44o"></ruby>

      1. <rt id="li44o"><optgroup id="li44o"></optgroup></rt><cite id="li44o"><span id="li44o"></span></cite>
        三峽數學研究中心
         TGMRC  News  Directory  Research Programs  Training Programs  Research Outcomes  Alumni & Friends  How to Apply 
        當前位置: TGMRC>>Research Programs>>Seminars>>正文
        Stability and bifurcation analysis in a diffusive Brusselator-type system, 王其如,7月4日8:50, L1218
        2018-07-04 09:57  

        報告摘要:In this talk, dynamics properties for a Brusselator-type system with diffusion are investigated. By employing the theory of Hopf bifurcation for ordinary and partial differential equations, we mainly obtain some conditions of the stability and Hopf bifurcation for the ODE system, diffusion-driven instability of the equilibrium solution, and the direction of the Hopf bifurcation and the stability of the bifurcating periodic solutions for the PDE system. Finally, some numerical simulations are presented to verify our results.
         

        個人簡歷:王其如,中山大學數學學院教授、博士研究生導師,逸仙學院副院長,復雜系統研究中心主任,廣東省數學會秘書長,中國數學會數學傳播工作委員會委員,廣東省工業與應用數學學會常務副理事長,德國《數學文摘》和美國《數學評論》評論員。

         

        Three Gorges Math Research Center  443002, Yichang, Hubei

        野外强奷女人视频全部过程,女人与公拘交的视频A片,女人与善牲交SPECIAL