[1] Eerdun Buhe*, G. Bluman, A.H. Kara. Conservation laws for some systems of nonlinear PDEs via the symmetry/adjoint symmetry pair method, Journal of Mathematical Analysis and Applications, 2016, 436(1):94-103(SCI).
[2] Eerdun Buhe*, G. Bluman. Symmetry reductions, exact solutions and conservation laws of the generalized Zakharov equations, Journal of Mathematical Physics, 2015, Vol.56(10): 101501(SCI). （* “FEATURED ARTICLE”）
[3] Eerdunbuhe, Eerdunqiqige, Huhebala, Wang Jingyu, Temuerchaolu. Variational iteration method with He's polynomials for MHD Falkner-Skan flow over permeable wall based on Lie symmetry method，International Journal of Numerical Methods for Heat & Fluid Flow, 2014, Vol. 24(6): 1348-1362 (SCI).
[4] Eerdunbuhe, Temuerchaolu. Approximate solution of the magneto -hydrodynamic flow over a nonlinear stretching sheet，Chinese Physics B、2012，Vol.21 (3): 035201 (SCI).
[5] Eerdun Buhe, K. Fakhar, Gangwei Wang, Temuer Chaolu. Double reduction of the generalized Zakharov equations via conservation laws，Romanian Reports in Physics, 2015, Vol.67(2): 329-339 (SCI).
[6] Eerdun Buhe, Gangwei Wang, Xiu Bai. Symmetry analysis and conservation laws of the quantum Zakharov equations for plasma, Romanian Journal of Physics, 2015, Vol.60(9-10),1361-1373 (SCI).
[7]Eerdunbuhe, Temuerchaolu: Approximate Solitary Wave Solutions For a Perturbed BBM Equation by a Hybrid Approach, ICIC 2010-3rd International Conference on Information and Computing, Vol.1, 294-297, June 4- 6, 2010 Wuxi, Jiang Su, China (EI).
[8] Eerdunbuhe, Temuerchaolu: Variational Iteration Method for the Magneto -Hydrodynamic Nano-flow Over a Nonlinear Stretching Sheet Using He's Polynomials, Advanced Science Letters, 2012,10: 635-639
[9] Eerdunbuhe, Temuerchaolu: An exact solution of smooth initial value problems for WBKs by the renormgroup symmetry method, 黑龙江大学自然科学学报，2012,29（4）：455-459.
[10] 额尔敦布和、特木尔朝鲁：偏微分方程（组）守恒律的再扩充，内蒙古大学学报，2008.39（5）：481-487.
[11] Eerdunbuhe, Temuerchaolu: Numerical Simulation of the Travelling Wave Solutions for two Nonlinear Evolution Equations by Homotopy Perturbation Method，内蒙古大学学报，2008.39（5）：481-487.
[12] Eerdunbuhe, Bai Xiu, Eerdunqiqige. A variational-Adomian iteration method for solving the MHD flow over a nonlinear stretching sheet, 内蒙古大学学报（自然科学版），2014, 45(3): 231-238.
[13] Eerdunbuhe, Temuerchaolu. A generalized (G'/G)--expansion method and its applications to the Whitham-Broer-Kaup-Like equations, 内蒙古师范大学学报(自然科学版), 2012,41(2): 120 -131.
[14]白秀，额尔敦布和*：耗散量子Zakharov方程的对称约化和守恒律，内蒙古大学学报自然科学版，2016
[15] 额尔敦布和，特木尔朝鲁，白玉梅: 利用改进的扩展tanh函数方法求解非线性发展方程(组)的行波解(英文)，内蒙古民族大学学报(自然科学版)，2011,（02）：125-133.
[16]特木尔朝鲁、额尔敦布和、郑丽霞，扩充偏微分方程（组）守恒律和对称的辅助方程方法及微分形式吴方法的应用，应用数学学报，2007，30（5）：910-927.
[17] Wang Gangwei, A. H. Kara, Eerdunbuhe, K. Fakhar. Group Analysis and Conservation Laws of a Coupled System of Partial Differential Equations Describing the Carbon Nanotubes Conveying Fluid, Romanian Journal of Physics, 2015, 60(7-8): 1-10.(SCI)
[18] 特木尔朝鲁，额尔敦布和，夏铁成. 具源项的波动方程的非古典对称，数学年刊，2012,33A(2): 193-204.
