3 citations · 13 across the 11 of their papers we have counts for
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Stability of time-varying nonlinear switching systems under perturbations
Xiongping Dai, Yu Huang, Mingqing Xiao
Using a Liao-type exponent, we study the stability of a time-varying nonlinear switching system.
Stability Criteria via Common Non-strict Lyapunov Matrix for Discrete-time Linear Switched Systems
Xiongping Dai, Yu Huang, Mingqing Xiao
In this paper, we consider the stability of discrete-time linear switched systems with a common non-strict Lyapunov matrix.
Pointwise Stabilization of Discrete-time Stationary Matrix-valued Markovian Chains
Xiongping Dai, Yu Huang, Mingqing Xiao
We study the pointwise stabilizability of a discrete-time, time-homogeneous, and stationary Markovian jump linear system. By using measure theory, ergodic theory and a splitting th…
Extremal ergodic measures and the finiteness property of matrix semigroups
Xiongping Dai, Yu Huang, Mingqing Xiao
Let $\bS=\{S_1,...,S_K\}$ be a finite set of complex matrices and the compact space of all one-sided infinite sequences $i_{\bcdot}\colon\mathbb{N}\ri…