“…Now, they have been widely applied in many fields, such as secure communications, combinatorial optimization, pattern recognition, associative memories, and complex system control [2][3][4][5][6][7][8]. At the same time, they are also the key feature of fitting nonlinear functions and recognizing patterns, which makes NNs can be specifically applied to aerospace, electronics, finance, automobile, banking, telecommunications, national defense, manufacturing, robotics, and transportation industries [1]. As we all know, the development of many systems is related not only to the current time state but also to the state before and after the current time point.…”