Abstract:
This paper intends to prove the controllability results for the class of impulsive fractional
di erential inclusions. Under the non-local conditions, the controllability of the system is estab-
lished by applying multivalued analysis, fractional calculus combined with the Krasnoselskii's
multi-valued xed point theorem and the contraction mapping. However to reveal the contem-
porary applicative feature of controllability authors have validated the results in the course of
illustration.