Stability in mean of multi-dimensional uncertain differential equation. A multi-dimensional uncertain differential equation is a type of differential equation. Stability of a multi-dimensional means insensitivity of the state of a system to small changes in the initial state.
Jul 15, 2019 · This paper presents a concept of stability in mean for multi-dimensional uncertain differential equation.
Jul 18, 2015 · The results presented in this paper could be used to study the stability of multi-factor uncertain differential equations and high-order ...
The concept of almost sure stability is presented concerning multi-dimensional uncertain differential equation in this paper.
Apr 30, 2020 · The multi-dimensional uncertain differential equation is stable in p-th moment under the strong Lipschitz condition. The theorem is proved.
Jul 15, 2019 · Stability of a multi-dimensional means insensitivity of the state of a system to small changes in the initial state. This paper presents a ...
Stability of a differential equation means that a per- turbation on the initial value will not result in an influential shift. The concept of stability in ...
It is proved that the multi-dimensional uncertain differential equation has a unique solution provided that its coefficients satisfy the Lipschitz condition ...
Moreover, a stability theorem, that is a condition, is derived to judge whether a multi-dimensional uncertain differential equation is almost surely stable or ...
Abstract Multi-dimensional uncertain differential equa- tion is used to model a multi-dimensional dynamic uncertain system.