A spatial-temporal model for the propagation of abnormal oscillations in a 2D excitable neural tissue

@article{Ge2004ASM,
  title={A spatial-temporal model for the propagation of abnormal oscillations in a 2D excitable neural tissue},
  author={Manling Ge and Hongyong Guo and Wenyan Jia and Jufeng Dai and Xiaochi Jiang and Jingping Zhao},
  journal={Proceedings. ICCEA 2004. 2004 3rd International Conference on Computational Electromagnetics and Its Applications, 2004.},
  year={2004},
  pages={434-437}
}
A 2D spatial-temporal partial differential equation (PDE) is developed to study the propagation of abnormal oscillations in a neural network that is composed of excitable neurons. These neurons are coupled via gap junctions. Combining with the multi-step algorithm to solve the nonlinear ordinary differential equations in the model, the implicit scheme of… CONTINUE READING