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任秀芳
Associate Professor
School/Department: College of Sciences
Education Level:With Certificate of Graduation for Doctorate Study
Degree:Doctoral Degree in Science
Professional Title:
Associate Professor
Alma Mater:
南京大学
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Paper Publications
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Paper Publications
任秀芳,罗捷.基于图论的精神分裂症患者静息态功能脑网络分析,中国医学物理学杂志,2024,41(7):821-827(First Author)
Ren Xiufang, Lu Yao, Luo Jie, Zeng Xudong.Response solutions for a kind of quasi-periodic forced neuron system,CHAOS SOLITONS & FRACTALS,2024,179:-(First Author)
Ren Xiufang,Zhao Shiji.Reducibility for a class of quasi-periodic linear Schrodinger equations and its application,NONLINEAR DYNAMICS,2023,(First and corresponding author)
任秀芳,赵世佶.A revised PDE for traffic lattice model,Advances in Transdisciplinary Engineering,2023,42:808-813(First and corresponding author)
Ren Xiufang,Zhao Shiji.Multi-mode solitons in a long-short range traffic lattice model with time delay,NONLINEAR DYNAMICS,2021,103(2):1869-1889(First and corresponding author)
耿建生,任秀芳,易英飞.Reducibility of quasi-periodic linear KdV equation,JOURNAL OF DYNAMICS AND DIFFERENTIAL EQUATIONS,2020,(34):271-310(Correspondence Author)
任秀芳,陈雅琪,梁永扬,朱闪闪.Turing-Hopf bifurcation of a class of delay differential systems,南京大学学报·自然科学版,2020,37(1):1-22(First and corresponding author)
邢秀梅,任秀芳.拟周期平面振子平衡点的稳定性,吉林大学学报. 理学版,2015,53(3):383-388(Correspondence Author)
任秀芳.Quasi-periodic solutions with prescribed frequency in reversible systems,Journal of Dynamics and Differential Equations,2014,26(3):493-515(First and corresponding author)
任秀芳.Periodic solutions of perturbed Van der Pol equation,南京大学学报. 自然科学版,2014,31(2):125-139(First and corresponding author)
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