Results for approximate controllability of impulsive integro-differential system in Hilbert space
Abstract
In this investigation, our primary concentration is placed on an impulsive resolvent integro-differential inclusions (IRIDI) in Hilbert spaces. The topic of discussion for this investigation is the approximation of controllability (AC) for an IRIDI in Hilbert spaces. We provide a set of necessary criteria for the AC of nonlinear IRIDI in Hilbert spaces by making use of Bohnenblust- Karlin's (B-K) fixed point theorem. These constraints pertain to the fact that the inclusions must be nonlinear.
Published
2023-05-25
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How to Cite
Results for approximate controllability of impulsive integro-differential system in Hilbert space. (2023). Nonlinear Studies, 30(2). https://nonlinearstudies.com/index.php/nonlinear/article/view/3256