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We present a couple of global attractivity and asymptotic stability results for the com- parable solutions of a certain hybrid functional nonlinear fractional integral equation with a linear perturbation of first kind on the unbounded intervals of real line under some weaker partially Lip- schitz and partially compactness type conditions. We employ a new partially measure theoretic fixed point theorem in our analysis and develop an algorithm for the solutions. We claim that the results are new to the literature.

Global attractivity results for comparable solutions of nonlinear hybrid fractional integral equations