具有非瞬时脉冲的发展系统的T-能控性
T-Controllability of Evolution Systems having Non-instantaneous Impulses
摘要：
本文考虑了一类整数阶非瞬时脉冲动力系统，在经典和非局部条件下，在巴拿赫空间上得到了该系统轨迹能控的充分条件.利用算子半群性质的概念和Gronwall不等式得到了这两个条件。最后，还添加了经典和非局部条件的例子来验证所导出的条件。
英文摘要：
In this manuscript, we have considered the system governed by a noninstantaneous impulsive dynamical system of integer order with classical and nonlocal conditions and derived sufficient conditions for the trajectory controllability of the system on the Banach space. The conditions were obtained through the concept of semigroup properties of operator and Gronwall's inequality. Finally, illustrations with classical and nonlocal conditions were also added to validate the derived conditions.
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