2024
DOI: 10.1109/access.2024.3368857
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Trigonometric Coordinate Transformation Blind Equalization Algorithm Based on Bi-Direction Long and Short-Term Memory Neural Networks

Na Liu,
Zuoxun Wang,
Haiwen Wei

Abstract: Aiming at the problem that the feedforward neural network blind equalization algorithm has a slow convergence rate and a large steady-state error when equalizing the high-order non-constant modulus signals, a trigonometric coordinate transformation blind equalization algorithm based on Bi-direction long and short-term memory (BLSTM) neural networks (BLSTM-TCT-CMA) is proposed. First, the BLSTM neural network has a strong processing ability for one-dimensional long-sequence signals, which is suitable for high-o… Show more

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Cited by 3 publications
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“…Figure 3 is the BPNN topology structure with multiple hidden layers. Although the nonlinear generalization ability of BPNN is strong, it takes a long time to search for the optimal solution by multiple iterative training, the convergence is poor, it is not easy to escape from the local extremum, and the prediction error is relatively large [35,36]. As such, the traditional BPNN prediction has great limitations in some fields.…”
Section: Back Propogation Neural Networkmentioning
confidence: 99%
“…Figure 3 is the BPNN topology structure with multiple hidden layers. Although the nonlinear generalization ability of BPNN is strong, it takes a long time to search for the optimal solution by multiple iterative training, the convergence is poor, it is not easy to escape from the local extremum, and the prediction error is relatively large [35,36]. As such, the traditional BPNN prediction has great limitations in some fields.…”
Section: Back Propogation Neural Networkmentioning
confidence: 99%