Establishes that strong convergence to the sunny generalized nonexpansive retraction onto the common fixed-point set is preserved under summable perturbations of the exact Fejer decrease condition.
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Perturbation-resilient inertial Krasnosel'skii-type hybrid retractions for generalized nonexpansive mappings
Establishes that strong convergence to the sunny generalized nonexpansive retraction onto the common fixed-point set is preserved under summable perturbations of the exact Fejer decrease condition.