1.G. Q. Zhang*, Zi Yu, Tian-Yuan Liu, Yong-Fang Jiao, Lin-Na Li. Self organized criticality of long-range interactions Olami-FederChristensen with relaxation model. International Journal of Modern Physics C.225015,(2022). （SCI，JCR 4区，IF= 1.9）
2.Hao Feng, Kai Zhang , Xin Wang, G. Q. Zhang and Xiaoyong Guo. Thermal transport of bilayer graphene: a homogeneous nonequilibrium molecular dynamics study. Physica Scripta. 97 (2022) 04570, (2022).（SCI，JCR 3区，IF= 2.9）
3.YU Zi , ZHANG G. Q* , LIU Qing-zhen, and LÜ Zhong-quan. The Outbreak Assessment and Prediction of COVID-19 Based on Time-varying SIR Model, Journal of University of Electronic Science and Technology of China. 49,57-361,（2020). (EI, cited 100)
4.G. Q. Zhang* , Jordi Baró , Fang-Yin Cheng , He Huang , Lin Wang. Avalanche dynamics of a generalized earthquake model. Physica A. 525, 1463-1471, (2019). （SCI，JCR 2区，IF= 3.7）
5.G. Q. Zhang*, Tao-PingHu, ZiYu. An improved fitness evaluation mechanism with noise in prisoners dilemma game. Applied Mathematics and Computation,276,31-36,(2016). （SCI，JCR 1区，IF= 4.0，cited 56)
6.G. Q. Zhang*, Ai-Zhen Zhang, Qing-Ying Yang. Avalanche duration time in a simple heterogeneous Olami Feder Christensen model. Applied Mathematics and Computation, 242,346-352, (2014).（SCI，JCR 1区，IF= 4.0）
7. G. Q. Zhang*, Qi-Bo Sun, L. Wang. Noise induced enhancement of network reciprocity in social dilemmas. Chaos, Solitons & Fractals.51,31-35,(2013). (SCI，JCR 1区，IF= 7.8，cited 56)
8.Wang Yi-Ling，G. Q. Zhang* . Optimal convergence in fame game with familiarity.Chaos, Solitons & Fractals.56,222-226,(2013). (SCI，JCR 1区，IF= 7.8)
9.G. Q. Zhang*, U. Tirnakli, L. Wang and T. L. Chen. Self organized criticality in a modified Olami-Feder-Christensen model. Eur. Phys. J. B. 82, 83-89, (2011). (SCI，JCR 3区，IF= 1.6，cited 24)
10.G. Q. Zhang*, L. Wang and T. L. Chen. Analysis of self-organized criticality in weighted coupled systems. Physica A. 388, 1249-1256, (2009). (SCI，JCR 2区，IF= 3.7，cited 15)
11.G. Q. Zhang*, Z. Yu, Q. Y. YANG and T. L. Chen. A simple neuron model based on hebb’s rule. International Journal of Modern Physics C. 22, 755-763, (2011).（SCI，JCR 4区，IF= 1.9）
12.G. Q. Zhang*, L. Wang and T. L. Chen. Self-organized criticality in aweighted Earthquake model. International Journal of Modern Physics C. 20, 351-360, (2009).（SCI，JCR 4区，IF= 1.9）
13.G. Q. Zhang* and T. L. Chen. Complex behavior in a selective aging neuron model based on small world networks. Commun. Theor. Phys. 49, 409-413, (2008).（SCI，JCR 3区，IF= 3.1）
14.G. Q. Zhang*, Q. Y. YANG and T. L. Chen. Effects of vertex activity and Self-Organized Criticality behavior on a Weighted Evolving Network. Commun. Theor. Phys. 50, 421-424, (2008).（SCI，JCR 3区，IF= 3.1）
15.G. Q. Zhang*, L. Wang and T. L. Chen. A mixed mechanism of weighted-driven and inner selection in networks. Commun. Theor. Phys. 51, 947-953, (2008).（SCI，JCR 3区，IF= 3.1）
16.G. Q. Zhang*, Y. Y. ZHANG and T. L. Chen. Effects of aging and Self-organized Criticality in a Pulse-coupled Integrate-and-Fire Neuron Model Based on small world networks. Commun. Theor. Phys. 47, 869-874, (2007).（SCI，JCR 3区，IF= 3.1）
17.L. Wang, G. Q. Zhang*, and T. L. Chen. Self-Organized Criticality Analysis of Earthquake Model Based on Heterogeneous Networks. Commun. Theor. Phys. 55, 89-94, (2011).（SCI，JCR 3区，IF= 3.1）
18.L. Wang, G. Q. Zhang, and T. L. Chen. An extensive weighted driving network with non-linear growth information. Europhysics Letters. 84, 58006, (2008).（SCI，JCR 3区，IF= 1.8）
19.Q. Y. YANG, G. Q. Zhang, Y. Y. ZHANG and T. L. Chen. Modeling Topology and Nonlinear Dynamical Behavior of the Weighted Scale-Free Networks. Commun. Theor. Phys. 50, 120-124, (2008).（SCI，JCR 3区，IF= 3.1）
20.G. Q. Zhang*, L.Wang,etc. Self organized criticality in a simple forest fire model. Acta Scientiarum Naturalium Universitatis Nankaiensis.44,76-81, (2011).
