论文标题
具有非实用冲动的进化系统的T可控性
T-Controllability of Evolution Systems having Non-instantaneous Impulses
论文作者
论文摘要
在此手稿中，我们考虑了由具有经典和非局部条件的整数秩序的非稳定冲动动力学系统支配的系统，并为系统在Banach空间上的轨迹可控性提供了足够的条件。条件是通过操作员和Gronwall不平等的半群特性概念获得的。最后，还添加了具有经典和非局部条件的插图以验证派生条件。
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.
