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Finds stability characteristics in nonautonomous nonlinear systems, indicating potential for effective solutions.
We consider a class of systems of nonautonomous nonlinear differential equations of neutral type with concentrated and distributed delays. We use a Lyapunov–Krasovskii functional and establish estimates that allow us to make a conclusion on stability of solutions. In the case of exponential stability, we find estimates for an attraction set and a stabilization rate of the solutions at infinity.
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I. I. Matveeva (2026) studied this question.
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