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On the global Lyapunov reducibility of two-dimensional linear systems with locally integrable coefficients |
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| Authors: | A A Kozlov I V Ints |
| Abstract: | We show that if a two-dimensional linear nonstationary control system with locally integrable and integrally bounded coefficients is uniformly completely controllable, then the corresponding linear differential system closed with a measurable bounded control linear in the state variables has the property of global Lyapunov reducibility. |
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