關鍵字查詢 | 類別:會議論文 | | 關鍵字:Traveling wave solutions for a discrete diffusive epidemic model

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序號 學年期 教師動態
1 104/1 數學系 郭忠勝 教授 會議論文 發佈 Traveling wave solutions for a discrete diffusive epidemic model , [104-1] :Traveling wave solutions for a discrete diffusive epidemic model會議論文Traveling wave solutions for a discrete diffusive epidemic modelSheng-Chen Fu; Jong-Shenq Guo; Chin-Chin WuJournal of Nonlinear and Convex Analysis, to appearWe study the traveling wave solutions for a discrete diffusive epidemic model. The traveling wave is a mixed of front and pulse types. We derive the existence and non-existence of traveling wave solutions of this model. The proof of existence is based on constructing a suitable pair of upper and lower solutions and the application of Schauder’s fixed point theorem. By passing to the limit for a sequence of truncated problems, we are able to derive the existence of traveling waves by a delicate analysis of wave tails. Some open problems are also addressed.en國際無20151116~20151118是FRAMeeting of the ANR NONLOCAL Research GroupINRA, Avignon, France
2 104/1 數學系 郭忠勝 教授 會議論文 發佈 Traveling wave solutions for a discrete diffusive epidemic model , [104-1] :Traveling wave solutions for a discrete diffusive epidemic model會議論文Traveling wave solutions for a discrete diffusive epidemic modelSheng-Chen Fu; Jong-Shenq Guo; Chin-Chin WuJournal of Nonlinear and Convex AnalysisWe study the traveling wave solutions for a discrete diffusive epidemic model. The traveling wave is a mixed of front and pulse types. We derive the existence and non-existence of traveling wave solutions of this model. The proof of existence is based on constructing a suitable pair of upper and lower solutions and the application of Schauder’s fixed point theorem. By passing to the limit for a sequence of truncated problems, we are able to derive the existence of traveling waves by a delicate analysis of wave tails. Some open problems are also addressed.en國際無20151110~20151110是FRANonlinear Analysis and Applications: A ReaDiNet Seminar AfternoonUniversite de Paris-Sud, Paris, France
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