TY - JOUR
TI - Analysis and control of financial stability based on non-linear differential dynamical systems
AU - Deng Zi-Hao
JN - Thermal Science
PY - 2025
VL - 29
IS - 3
SP - 1783
EP - 1792
PT - Article
AB - As a complex system with multi-body interactions, the financial market  functions in accordance with the non-linear differential dynamical system  characteristics and properties. Although the financial market is a complex  system with multiple constraints and perturbations, it is subject to a  number of universal laws. This paper introduces fractional-order non-linear  differential dynamical systems as a means of modeling and analyzing  financial stability, as well as exploring the dynamical characteristics and  large-time behavior of complex financial systems. Empirical simulation  analysis and testing of econometrics serve to verify the scientific  validity of this stochastic process.