您现在所在的位置: bet体育 >> 科学研究
Ordinary Differential Equations & Dynamical Systems

bet体育Ordinary Differential Equations and Dynamical Systems arise in many different contexts throughout Mathematics and Science (social and natural), which describe the change rate or the evolutionary processes given implicitly by a relation. Their focus is not on finding precise solutions to the equations since it is often hopeless, but rather to answer questions like "Will the system settle down to a steady state in the long term, and if so, what are the possible steady states in the qualitative or topological structure? ", or "Does the long-term behavior of the system depend on its initial condition and small perturbations?" etc.

The group of Ordinary Differential Equations and Dynamical Systems at Shanghai Jiao Tong University focuses on qualitative theory, bifurcation theory, integrability, chaos and its applications in biology, celestial mechanics, medicine, physics and so on.

Faculty members
  • Xianfeng Chen
  • Ming He
  • Tudor Ratiu
  • Yilei Tang
  • Mikhail Tyaglov
  • Kaizhi Wang
  • Xiaodong Wang
  • Guanghui Xiang
  • Dongmei Xiao
  • Jiang Yu
  • Xiang Zhang
bet体育 - 专业投注平台 yb体育|yb体育官网 yabo下载-yabovip官网下载 yb体育|yb体育官网 yabo登录-yabo体育登录 亚伯体育_亚伯体育APP下载 yabovip-yabovip备用网址