The state feedback H∞ control problem for networked control systems with quantization and random packet dropouts is discussed．
The random packet dropouts from the sensor to the controller and from the controller to the actuator are considered． The quantizer
considered here is dynamic． The state feedback H∞ controller can be constructed via solving a linear matrix inequality． A quantized
H∞ control strategy is derived，with a condition on the quantization range and the error bound satisfied，such that the closed － loop system
with quantization and random delays exponentially mean － square stable and with a prescribed H∞ performance bound． An example
is presented to illustrate the effectiveness of the proposed method．