Banach空间中一类二阶具阻尼项的积分-微分包含的可控性
CONTROLLABILITY OF SECOND-ORDER DIFFERENTIAL INCLUSIONS IN BANACH SPACE WITH DAMPED AND INTEGRAL TERMS

本文讨论了一类二阶具阻尼项的积分-微分包含问题.利用集值不动点定理将问题转化为求不动点问题，进而得到系统可控性的充分条件.
In this paper, a class of difierential inclusions with the damped term and integral term in Banach space was studied. By using flxed point theorem, a su-cient condition for the controllability for such difierential inclusion was obtained