Hybrid Dynamical Systems and Control
10月01日週四
|AIMS Mathematics


時間和地點
2020年10月01日 下午7:00 – 2020年12月15日 下午7:00
AIMS Mathematics
關於本活動
https://www.aimspress.com/math/article/5839/special-articles
Guest Editors
Prof. W. M. Haddad Georgia Institute of Technology, USA Email: wm.haddad@aerospace.gatech.edu Homepage: http://haddad.gatech.edu
Prof. Xiaodi Li Shandong Normal University, P. R. China Email: lxd@sdnu.edu.cn Homepage: https://www.lxdsdnu.com
Manuscript Topics
Hybrid dynamical systems (or simply hybrid systems) combine the typical behaviors of continuous-time dynamical systems with that of discrete-time dynamical systems, of which the continuous parts are often described by differential equations and the discrete parts are described by difference equations. Such models describe the interaction of continuous- and discrete-time dynamics, which provide a framework for mathematical modelling of many complex physical phenomena and practical applications. Examples of hybrid systems widely exist in manufacturing systems, computer operating systems, biological systems and so on. Since 1986, when the concept of hybrid systems was first proposed, research on hybrid systems has undergone a booming development in both theory and practice, which has attracted substantial attention from scholars and achieved fruitful results.