The Exponential Stabilization of a Class of n‐D Chaotic Systems via the Exact Solution Method

Abstract

This paper treats the exponential stabilization of a class of n-D chaotic systems. A new control approach which is called the exact solution method is presented. The most important feature of this method is that the solution of the system under consideration can be carefully designed to converge exponentially to the origin. Based on this method, the exponential stabilization of a class of n-D chaotic systems and its application in controlling chaotic system with unknown parameter are presented. The Genesio-Tesi system is taken to give the numerical simulation which is completely consistent with the theoretical analysis presented in this paper.

Learning Patient Engagement in Care Management: Performance vs. Interpretability

“…Moreover, although prior studies have attempted to identify risk stratification and disease progression parameters that differentiate clinical risk and longer-term outcomes [21,23], to our knowledge, this is the first study that has proposed to learn engagement strategies from data, based on the understanding of quantifiable difference of patient engagement levels and segment-differentiating parameters that affect modifiable risk factors.…”