Authors: A S Khoroshun
Publish Date: 2014/10/29
Volume: 203, Issue: 3, Pages: 409-426
Abstract
We study an imprecise largescale singularly perturbed system of differential equations By using matrixvalued Lyapunov functions for subsystems we construct a scalarvalued Lyapunov function that enables us to establish the absolute parametric stability of the original system We estimate the set of values of the parameters for which the system possesses this property
Keywords: