A Novel Complex Variable Tap-Length Algorithm with Enhanced Robustness to Non-Gaussian Noise
摘要
This paper proposes a complex variable tap-length (VTL) adaptive filtering algorithm and investigates its performance in non-Gaussian noise environments. Conventional adaptive filtering algorithms, which employ fixed tap-lengths, face inherent limitations in simultaneously achieving satisfactory steady-state performance and convergence behavior. Moreover, non-Gaussian noise presents a challenge for adaptive filtering systems. To address these issues, we construct a novel cost function that incorporates VTL adaptation, demonstrating performance enhancement in non-Gaussian noise environments. Comprehensive simulation results demonstrate the superior effectiveness and robustness of the proposed algorithm.