Abstract
We show that if for any initial point there exists a trajectory of a nonexpansive set-valued mapping attracted by a given set, then this property is stable under small perturbations of the mapping.
Citation
Simeon Reich . Alexander J. Zaslavski . "Convergence to Attractors Under Perturbations." Commun. Math. Anal. 10 (1) 57 - 63, 2011.
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