In this paper, the sampled-data resilient $H_{\infty }$ control problem is concerned for networked stochastic systems with multiple attacks. Multiple attacks consisting of denial-of-service (DoS) attacks and random deception attacks are first described. Then on the basis of these attacks, a new switched stochastic time-delay closed-loop system is proposed under sampled-data and full state feedback controller. By utilizing piecewise Lyapunov-Krasovskii functional analysis theory, some new criterions are derived to guarantee the mean-square asymptotical stability with an $H_{\infty }$ performance of the resulting closed-loop system. The explicit expression of controller gain is subsequently presented. Finally, two examples are given to show the feasibility of the developed control approach.

在本文中，采样数据具有弹性 $H_{\infty }$具有多个攻击的网络随机系统关注控制问题。首先描述由拒绝服务（DoS）攻击和随机欺骗攻击组成的多种攻击。然后基于这些攻击，在采样数据和全状态反馈控制器的控制下，提出了一种新的切换随机时滞闭环系统。利用分段Lyapunov-Krasovskii泛函分析理论，推导了一些新的准则来保证均方渐近稳定并具有$H_{\infty }$闭环系统的性能。随后给出控制器增益的明确表达。最后，给出两个例子来说明所开发的控制方法的可行性。