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We study the solvability of a perturbed quadratic functional- integral equation of fractional order with linear modication of the argu- ment. This equation is considered in the Banach space of real functions dened, bounded and continuous on an unbounded interval. Moreover, we will obtain some asymptotic characterization of solutions.

EXISTENCE AND ASYMPTOTIC STABILITY OF SOLUTIONS OF A PERTURBED FRACTIONAL FUNCTIONAL-INTEGRAL EQUATION WITH LINEAR MODIFICATION OF THE ARGUMENT