Abstract:
In this paper there are considered hyperbolic differential inclusions of fractional order with impulses. Here we represent the concept of approximate solution ($\delta$-solution) for a hyperbolic differential inclusion of fractional order with impulses. The asymptotic properties of solutions sets to
approximating differential inclusions of fractional order with external disturbance are derived.
Keywords:hyperbolic differential inclusions, fractional derivative, impulses, approximating map, radius of external perturbations, modulus of continuity, $\delta$-solution.
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