1. Nonlinear Channel Equalization Using A Novel Recurrent Interval Type-2 Fuzzy Neural System.
- Author
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Ching-Hung Lee, Tzu-Wei Hu, and Hao-Han Chang
- Subjects
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INTERNET , *ARTIFICIAL neural networks , *NONLINEAR control theory , *FUZZY logic , *LYAPUNOV functions , *STOCHASTIC convergence , *ALGORITHMS - Abstract
Nonlinear inter-symbol interference leads to significant error rate in nonlinear communication and digital storage channel. In this paper, therefore, a novel recurrent interval type-2 fuzzy neural network with asymmetric membership functions (RT2FNN-A) is proposed for nonlinear channel equalization. The RT2FNN-A uses the interval asymmetric type-2 fuzzy sets and it implements the fuzzy logic system in a five-layer neural network structure. The RT2FNN-A is an extensive results of type-2 fuzzy neural network to provide memory elements for capturing the system's dynamic information and has the properties of high approximation accuracy and small network structure. Based on the Lyapunov theorem and gradient descent method, the convergence of RT2FNN-A is guaranteed and the corresponding learning algorithm is derived. In addition, the RT2FNN-A is applied in the nonlinear channel equalization to show the performance and effectiveness of RT2FNN-A system. [ABSTRACT FROM AUTHOR]
- Published
- 2009