石兰芳 - 南京信息工程大学

个人简介

学历情况 2012年5月博士毕业于河海大学理学院 2003年6月硕士毕业于安徽师范大学数学与计算机学院工作经历： 2003年7月 – 2011.3南京信息工程大学讲师 2013年4月-现在南京信息工程大学副教授 2013.3.1-2013.8.31 新加坡南洋理工大学访问学者

研究领域

非线性偏微分方程孤子理论非线性振动系统定量分析与定性理论微分方程奇异摄动理论微分方程在大气科学、流体力学中的应用

近期论文

查看导师新发文章（温馨提示：请注意重名现象，建议点开原文通过作者单位确认）

[1] Shi lanfang , Wang weigang, Mo jiaqi. Asymptotic solving method of traveling solution for higher dimensional disturbed breaking solution equation. Mathematica applicata.2014,27(2): 317-321. [2] Zhou xianchun, Shi lanfang, Mojiaqi. A class of asymptotic solution for the time delay wind field model of an ocean. Chinese Physics B,2014,23(4):040202,1—8. ( SCI 源期刊) [3] Shi Lanfang, Chen xianfeng, Han Xianglin, Xu Yonghong, Mo Jiaqi. Asymptotic expressions of path curve for a class of Fermi gases in nonlinear disturbed mechanism. Acta Phys. Sin. 2014,63 (6): 060204,1-6. ( SCI 源期刊) [4] Xu Yonghong, Han Xianglin, Shi Lanfang, Mo Jiaqi. The traveling wave approximation method for solving solitary wave in Schrödinger disturbed coupled system. Acta Phys. Sin. 2014,63 (9): 090204,1-7. ( SCI 源期刊) [5] Wang weigang, Shi juanrong, Shi Lanfang, Mo Jiaqi. The singulary perturbed solution of nonlinear nonlocal equation for higher order. Acta Scientiarum Naturalium Universitatis Nankaiensis, 2014,47(1):13-18. [6] Han Xianglin, Shi Lanfang, Mo Jiaqi. Small perturbed solution for a class of sea-airoscillator model. Acta Phys. Sin. 2014,63 (6): 060205,1-8. ( SCI 源期刊) [7] Shi Lanfang , Mo Jiaqi . Solution of a class of rotational relativistic rotation dynamic equation using the generalized variational iteration theory. Acta Phys. Sin. 2013,62 (4): 040203,1-6. ( SCI 源期刊) [8] Shi Lanfang , Lin Wantao, Lin Yihua, Mo Jiaqi . Approximate method of solving solitary-like wave for a class of nonlinear equation. Acta Phys. Sin. 2013,62 (1): 010201,1-5. ( SCI 源期刊) [9] 石兰芳，林万涛，温朝辉，莫嘉琪 . 一类奇摄动Robin问题的内部冲击波解. 应用数学学报，2013,36 (1)：108-114. [10] 石兰芳, 欧阳成, 陈丽华, 莫嘉琪.一类大气等离子体反应扩散模型的解法.物理学报, 2012,61(5):050203-1-050203-6. ( SCI 源期刊 ) [11] 石兰芳, 姚静荪, 温朝辉，莫嘉琪 . 扰动激光脉冲放大器增益通量系统的渐近解法.南开大学学报（自然科学版），2012,45(5):19-23. [12] 石兰芳, 欧阳成, 莫嘉琪. 一类海-气耦合振子模型行波解的渐近解法. 物理学报, 2012, 61(12):120201-1-120201-7. ( SCI 源期刊) [13] Lanfang Shi, Caisheng Chen, Xianchun Zhou. The extended auxiliary equation method for the KdV equation with variable coefficients. Chinese Physics B,2011,20(10):100507-1—100507-5. ( SCI收录) [14] Caisheng Chen, Lanfang Shi, Hui Wang. Existence of Global Attractors in for m-Laplacian Parabolic Equation in . Boundary Value Problems, doi: 10.1155/ 2009/563767. (SCIE 收录) [15] Caisheng Chen, Lanfang Shi, Shenglan Zhua. Nonexistence of positive entire solutions for a class of (p, q)-Laplacian elliptic systems. Applied Mathematics Letters ,2011, 24(6): 831–837. ( SCI收录) [16]Caisheng Chen, Shenglan Zhua, Lanfang Shi. Remarks on nonexistence of solutions of mixed sublinear and superlinearelliptic equation in .J. Math. Anal. Appl, 2011, 379(1): 8–14. ( SCI收录) [17] Lanfang Shi, Jiaqi Mo. Asymptopic Solution for A Class of Semilinear Singularly Perturbed Fractional Differential Equation. Chinese Physics B, 2010,19(5): 050203-1—050203-5. ( SCI 收录) [18] 石兰芳, 周先春, 莫嘉琪. 扰动Nizhnik-Novikov-Veselov系统分形孤子渐近解. 物理学报, 2011,60(11):110205-1—110205-6. ( SCI收录) [19] 石兰芳, 周先春. 一类扰动Burgers方程的孤子同伦映射解. 物理学报, 2010, 59(5) :2915-2918. ( SCI 收录) [20] 石兰芳, 莫嘉琪.一类扰动非线性发展方程类孤子同伦近似解析解. 物理学报,2009,58(12):8123-8126. (SCI 收录)