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謝峯
（東華大學馬理學院數學與統計系教師）
鎖定
謝峯，男，東華大學理學院教師。
[1]
- 中文名
- 謝峯
- 職 業
- 東華大學理學院教師
- 性 別
- 男
- 職 稱
- 教授
謝峯個人簡介
2005年3月獲得上海交通大學理學博士學位。中國數學會奇異攝動專業委員會理事；《奇異攝動叢書》編委會委員。 對多尺度動力系統中的鴨流形問題、非光滑微分方程的奇異攝動邊值問題等進行了深入研究，在SIAM Journal on Applied Dynamical Systems，Journal of Nonlinear Science、Journal of Differential Equations等國內外學術期刊發表相關論文30餘篇，參與編寫《奇異攝動導論》。 主持完成1項國家自然科學基金，1項上海市自然科學基金。
謝峯研究方向
多尺度動力系統中的Canard現象/奇異攝動理論及應用
謝峯人物經歷
學習經歷 | 起止年月 | 學校 | 專業 | 學位/學歷 |
|---|---|---|---|---|
2002/04 - 2005/03 | 上海交通大學 | 應用數學 | 博士 | |
1995/09 - 2002/06 | 安徽師範大學 | 數學教育/應用數學 | 碩士 | |
工作經歷 | 起止年月 | 單位 | 職稱/職務 | |
2005/07 - 至今 | 東華大學理學院 | 講師、副教授、教授 | ||
2012/09 - 2013/08 | 荷蘭萊頓大學 | 訪問學者 | ||
謝峯發表論文
Doelman A., van Heijster P., Xie Feng, A geometric approach to stationary defect solutions in one space dimension, SIAM Journal on Applied Dynamical Systems, 2016, 15(2): 655-712. |
Nie Dongdong and Xie Feng, Singularly perturbed semilinear elliptic boundary value problems with discontinuous source term, Boundary Value Problems, 2016, 2016: 164. |
Xie Feng, An interface problem with singular perturbation on a subinterval, Boundary Value Problems, 2014, 2014: 201. |
Xie Feng, On a class of singular boundary value problems with singular perturbation, Journal of Differential Equations, 252(2012), 2370-2387. |
Xie Feng, Jin Zhaoyang, Ni Mingkang, On the step-type contrast structure of a second-order semilinear differential equation with integral boundary conditions, Electronic Journal of Qualitative Theory of Differential Equations, 2010. |
Xie Feng and Maoan Han, Existence of canards under non-generic conditions, Chinese Annals of Mathematics, Series B, 30(3) (2009), 239-250. |
Xie Feng, Lin Xue yuan, Asymptotic solution of the van der pol oscillator with small fractional damping, Physica Scripta, 2009. |
Xie Feng, Wang Jian, Zhang Weijiang and He Ming, A novel method for a class of parameterized singularly perturbed boundary value problems, Journal of Computational and Applied Mathematics, 213(1) (2008), 258-267. |
Xie Feng and Chen Xianfeng, Canards in a rheodynamic model of cardiac pressure pulsations, Chinese Physics, 16(9) (2007), 2635-2639. |
Xie Feng, Han Maoan, and Zhang Weijiang, The persistence of canards in 3-D singularly perturbed systemswith two fast variables, Asymptotic Analysis, 47 (1,2) (2006), 95-106. |
Xie Feng, Han Maoan, and Zhang Weijiang, Existence of canard manifolds in a class of singularly perturbed systems, Nonlinear Analysis, 64 (3) (2006), 457-470. |
Xie Feng, Han Maoan, and Zhang Weijiang, Canard phenomena in oscillations of a surface oxidation reaction, Journal of Nonlinear Science, 15 (6) (2005), 363-386. |
Xie Feng, Han Maoan, and Zhang Weijiang, Singular homoclinic bifurcations in a planar fast-slow system, J.Dynam. ControlSystems, 11(3) (2005), 433-448. |
- 參考資料
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- 1. 謝峯 ．東華大學理學院[引用日期2022-08-23]
