Department of Physiology, McGill University, 3655 Promenade Sir William Osler, Montreal, Quebec H3G 1Y6, Canada.
Chaos. 2015 Sep;25(9):097603. doi: 10.1063/1.4915529.
Dynamical disease refers to illnesses that are associated with striking changes in the dynamics of some bodily function. There is a large literature in mathematics and physics which proposes mathematical models for the physiological systems and carries out analyses of the properties of these models using nonlinear dynamics concepts involving analyses of the stability and bifurcations of attractors. This paper discusses how these concepts can be applied to medicine.
动态疾病是指与某些身体功能的动态显著变化相关的疾病。在数学和物理学领域有大量文献提出了用于生理系统的数学模型，并使用涉及吸引子稳定性和分岔分析的非线性动力学概念对这些模型的特性进行了分析。本文讨论了如何将这些概念应用于医学。
