Asymptotic behavior of solutions of matrix lyapunov integro differential equations
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Korean Journal Publishing Service
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Also available at: http://dx.doi.org/10.14317/jami.2014.807
The asymptotic behavior of solutions of Lyapunov type matrix Volterra integro differential equation, in which the coefficient matrices are not stable, is studied by the method of reduction.
The asymptotic behavior of solutions of Lyapunov type matrix Volterra integro differential equation, in which the coefficient matrices are not stable, is studied by the method of reduction.
Keywords
Asymptotic stability, Fubini's Theorem, Parameters References, Variation, Coefficient matrices, Asymptotic behaviour