[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)

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