利用Deimling型凝聚多值映射不动点定理结合预解算子理论,在给定条件和微分包含有关理论的基础上,研究了一类具有无穷时滞的脉冲积分微分包含的可控性.%In this paper,we establish a sufficient condition for the controllability of a impulsive integro-differential inclusions with infinite delay. The approach used is the Deimling condensing multi-valued fixed-point theorem combined with resolvent operator.
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