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Controllability of Semilinear Multi-Valued Differential Inclusions with Non-Instantaneous Impulses of Order alpha is an element of (1,2) without Compactness
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Controllability of Semilinear Multi-Valued Differential Inclusions with Non-Instantaneous Impulses of Order alpha is an element of (1,2) without Compactness

Zainab Alsheekhhussain and Ahmed Gamal Ibrahim
Symmetry (Basel), Vol.13(4)
01/04/2021

Abstract

Multidisciplinary Sciences Science & Technology Science & Technology - Other Topics
Herein, we investigated the controllability of a semilinear multi-valued differential equation with non-instantaneous impulses of order alpha is an element of(1,2), where the linear part is a strongly continuous cosine family without compactness. We did not assume any compactness conditions on either the semi-group, the multi-valued function, or the inverse of the controllability operator, which is different from the previous literature.
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https://doi.org/10.3390/sym13040566View
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