Sirada Pinjai

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and Applied Analysis 3 where h, r, g, μ, and δ are given positive constants. The initial condition functions φ t , φ t ∈ C −max{r, h, g}, 0 ,R denote continuous vector-valued initial function of t ∈ −max{r, h, g}, 0 with the norm ‖φ‖ sups∈ −max{r,h,g},0 ‖φ s ‖, ‖φ‖ sups∈ −max{r,h,g},0 ‖φ s ‖. The uncertain matrices ΔA t , ΔB t , and ΔD t are norm bounded(More)
This paper investigates the problems of robust exponential stability and stabilization for uncertain linear non-autonomous control systems with discrete and distributed time-varying delays. Based on combination of the Riccati differential equation approach, linear matrix inequality (LMI) techinque and the use of suitable Lyapunov-Krasovskii functional, new(More)
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