On Small Perturbations of a Periodic Homogeneous Differential Inclusion with an Asymptotically Stable Set


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Abstract

It is proved that the solutions of a periodic homogeneous differential inclusion with an asymptotically stable set obey the exponential upper bound under small perturbations that do not violate its periodicity and homogeneity.

About the authors

M. V. Morozov

Trapeznikov Institute of Control Sciences

Author for correspondence.
Email: miguel@ipu.ru
Russian Federation, Moscow

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