BIMSA > 哈米德·莫菲迪
助理研究员 哈米德·莫菲迪

团队: 偏微分方程理论与计算

办公室: A3-4-201

邮箱: h.mofidi@bimsa.cn

研究方向: 微分方程动力系统

个人主页: https://sites.google.com/view/hamid-mofidi

CV

研究兴趣

  • Study of Electrical Diffusions in Ionic Flows
  • Application of GSP theory on Multiple timescale dynamics
  • Nonlinear dynamics of differential equations and bifurcation theory
  • Mathematical neuroscience: Multiple timescale neural dynamics
  • Machine Learning and Neural Networks

教育经历

  • 2015 - 2020      University of Kansas      Mathematics      博士      (Supervisor: Prof. Weishi Liu)
  • 2014 - 2015      University of Kansas      Mathematics      硕士
  • 2008 - 2011      Tarbiat Modares University      Applied Mathematics      硕士
  • 2002 - 2006      Amirkabir University of Technology (Tehran Polytechnic)      Pure Mathematics      学士

工作经历

  • 2020 - 2022      University of Iowa      Visiting Assistant Professor

荣誉与奖项

  • 2022      Chair's Award for Outstanding Teaching and Scholarship by a Visiting Faculty Member, Department of Mathematics, University of Iowa
  • 2020      Paul F. Conrad Graduate Scholarship, Department of Mathematics, University of Kansas
  • 2019      Partial funding by Simons Foundation Mathematics and Physical Sciences-Collaboration Grants for Mathematicians to attend a workshop in Chicago
  • 2018      U. G. MITCHELL Graduate Scholarship, Department of Mathematics, University of Kansas
  • 2016      U. G. MITCHELL Graduate Scholarship, Department of Mathematics, University of Kansas
  • 2013      Ranked 8, out of (around) 700 participants (top 1%), in Iran’s National Graduate Entrance Examination For Ph.D. degree (Konkour)
  • 2008      Ranked 51, out of (more than) 3, 000 participants (top 1%), in Iran’s National Graduate Entrance Examination For Master degree (Konkour)

出版物

  • [1] H Mofidi, Y Wang, Studying synchronization of neural oscillators through NMDA-AMPA receptor interactions, Chaos Solitons & Fractals , 117479(Part 1- January 2026), 117479 (2025)
  • [2] H. Mofidi, M. Raissi, W. Yang , Exploring Multiple Timescale Dynamics Using Geometric Singular Perturbation-Informed Neural Networks (GSPINNs), accepted by SIAM Journal on Scientific Computing (2025)
  • [3] H Mofidi, F Hadadifard, M Zhang, Analysis of Flux-Ratio Bifurcation in Ionic Flows via Classical Poisson–Nernst–Planck Models, Studies in Applied Mathematics, 155(2), e70087 (2025)
  • [4] Hamid Mofidi, New insights into the effects of small permanent charge on ionic flows: A higher order analysis, Mathematical Biosciences and Engineering , 21 (2024), 5 , 6042-6076
  • [5] Hamid Mofidi, Ion Flow Dynamics with Higher-Order Permanent Charge, arXiv(2023)
  • [6] Hamid Mofidi, Bifurcation of Flux Ratio in Ionic Flows via a PNP model, arXiv (2023)
  • [7] H. Mofidi, Geometric Mean of Concentrations and reversal permanent charge in Ionic Flows via PNP models., Quarterly of Applied Mathematics, 79(4), 581-600 (2021)
  • [8] H. Mofidi, B. Eisenberg, W. Liu, Effects of diffusion coefficients on reversal potentials in ionic channels., Entropy, 22(325), (1-23) (2020)
  • [9] H. Mofidi, W. Liu, Reversal potential and reversal permanent charge with unequal diffusion coefficients via PNP models., SIAM J. on Applied Math, 80(2020), 1908-1935 (2020)
  • [10] H. Mofidi, F. Hadadifard, Weights guaranteeing polefree barycentric rational interpolation, INDJST, 6(11), 5450-5458 (2013)
  • [11] H. Mofidi, Behzad Ghanbari, Mehdi gholami-porshokouhi, A class of iterative methods with cubic convergence to solve nonlinear equations, IJMA, 4(8), 130-134 (2013)
  • [12] Y Fu, W Liu, H Mofidi, M Zhang, Finite ion size effects on ionic flows via Poisson–Nernst–Planck systems: Higher order contributions, Journal of Dynamics and Differential Equations, 1, 1-25 (2022)
  • [13] W Liu, H Mofidi, Local Hard-Sphere Poisson-Nernst-Planck models for ionic channels with permanent charges, arXiv preprint arXiv:2203.09113 (2022)
  • [14] H Mofidi, Reversal permanent charge and concentrations in ionic flows via Poisson-Nernst-Planck models, Appl. Math, 79, 581-600 (2021)
  • [15] H Mofidi, W Liu, Local hard-sphere Poisson-Nernst-Planck models: Reversal potential and zero-current fluxes, Western Sectional Meeting (2021)
  • [16] SH Mofidi, Electrodiffusion in Ionic Channels via PNP Models, University of Kansas (2020)

 

更新时间: 2025-11-26 15:00:07