Highly Influential

4 Excerpts

- Published 2007

Recently, there has been an interest in the so-called dynamical diseases, which correspond to physiological disorders for which a generally stable control system becomes unstable [1–5]. Here, the study of the dynamical features of the correspondingmodel such as equilibria, their local stability characteristics and bifurcation behaviors is extremely useful related to the dynamics of mathematical models of various biological systems and other applications. In this paper, we research an arterial CO2 control system [1], which may be described by

@inproceedings{Ding2007ResearchAD,
title={Research Article Dynamics of a Discretization Physiological Control System},
author={Xiaohua Ding and Huan Su},
year={2007}
}