The structure stability of periodic solutions for first-order uncertain dynamical systems
发布时间：2021-04-04
点击次数：
- 论文类型：
- 期刊论文
- 发表时间：
- 2021-01-10
- 发表刊物：
- FUZZY SETS AND SYSTEMS
- 文献类型：
- J
- 卷号：
- 400
- 页面范围：
- 134-146
- ISSN号：
- 0165-0114
- 关键字：
- Fuzzy differential equation; Differential inclusion; Periodic solution; Structural stability
- 摘要：
- This paper studies the structural stability of periodic solutions for first-order fuzzy differential equations (FDEs) understood as differential inclusions, i.e., first-order uncertain dynamical systems. The existence and uniqueness of periodic solutions for this first-order fuzzy problems have been obtained on general fuzzy number space. When the forcing function has specific perturbations, the structural stability of the periodic solutions are discussed by using the support function, the Dini Theorem and the Convergence Theorem in the differential inclusion theory. (C) 2020 Elsevier B.V. All rights reserved.
- 第一作者
- Dai, Rui
- 通讯作者
- 陈明浩