Algebraic Methods for Reducibility of Regularly Perturbed Model Linear Periodic Systems of ODE

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Theorems of asymptotic reducibility of regularly perturbed linear model systems of ODE with a periodic matrix, including cases with multiple spectrum and the Jordan structure of the limiting matrix. The obtained result is an asymptotic analogue of Floque–Lyapunov theorem on the reducibility.

About the authors

- Khoa Nguyen Viet

Peoples’ Friendship University of Russia

Department of Mathematics


Copyright (c) 2013 Хоа Нгуен Вьет -.

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This work is licensed under a Creative Commons Attribution 4.0 International License.

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