带有非局部条件发展包含的可控性

Controllability of evolution inclusion with nonlocal conditions

研究带有非局部条件发展包含的可控性,在多值函数F(t,x)取凸情形时将所讨论的问题转化为集值积分算子的不动点问题,利用凝聚映射不动点定理给出发展包含可控性的充分条件。

The purpose of this paper is to study controllability for the evolution inclusion with nonlocal conditions. Using a fixed point theorem for condesing maps, we establish sufficient conditions for the controllability of evolution inclusinon.