Hybrid deep learning diagonal recurrent neural network controller for nonlinear systems

Abstract

In the present paper, a hybrid deep learning diagonal recurrent neural network controller (HDL-DRNNC) is proposed for nonlinear systems. The proposed HDL-DRNNC structure consists of a diagonal recurrent neural network (DRNN), whose initial values can be obtained through deep learning (DL). The DL algorithm, which is used in this study, is a hybrid algorithm that is based on a self-organizing map of the Kohonen procedure and restricted Boltzmann machine. The updating weights of the DRNN of the proposed algorithm are developed using the Lyapunov stability criterion. In this concern, simulation tasks such as disturbance signals and parameter variations are performed on mathematical and physical systems to improve the performance and the robustness of the proposed controller. It is clear from the results that the performance of the proposed controller is better than other existent controllers.

Neural Network Based Approach for Steady-State Stability Assessment of Power Systems

“…This implies that both approaches are good for the assessment of power systems [31,37,41,42]. Sometimes, researchers combine more than one neural network algorithm for a better accurate result [43,44].…”