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Dual-channel recommendation algorithm based on FFT denoising and reverse path collaborative enhancement
Liu WANG, Xuebin CHEN, Yuan GAO, Kaiguang MA, Tong ZHAO
Journal of Computer Applications    2026, 46 (7): 2130-2138.   DOI: 10.11772/j.issn.1001-9081.2025070869
Abstract22)   HTML0)    PDF (2944KB)(0)       Save

To address the issues of rating fluctuation and limited linear prediction ability in traditional collaborative filtering algorithms, a dual-channel recommendation algorithm based on Fast Fourier Transform (FFT) denoising and reverse-path collaborative enhancement named FRP-DCR (Frequency-domain denoising and Reverse-Path enhanced Dual-Channel Recommendation) was proposed, which integrates FFT-based denoising and reverse-path collaborative enhancement. First, user rating sequences were denoised in the frequency domain using FFT, so as to extract long-term preference trends, thereby reducing the impact of short-term emotional fluctuations on recommendation. Furthermore, a time decay mechanism was introduced to increase the algorithm's ability to represent temporal dynamics. Second, a reverse-path collaborative enhancement structure was designed during the construction of collaborative feature vectors, to simulate indirect user-item-user collaborative relationships, thereby addressing the inability of traditional methods to capture weak connections between users due to their reliance on direct user interactions. Finally, a regularized Broad Learning System (BLS) was applied to model the main rating structure, and a gradient boosting framework based efficient decision tree algorithm was adopted to model the nonlinear residuals, thereby improving prediction accuracy. The proposed algorithm, FRP-DCR, was compared with five baseline methods, including QP-DNN-TF-IDF (Quadratic Polynomial-Deep Neural Networks-Term Frequency-Inverse Document Frequency), Light Graph Convolutional Network (LightGCN), and Neural Collaborative Filtering (NCF), to verify its performance. Experimental results on the MovieLens dataset show that FRP-DCR reduces the Mean Absolute Error (MAE) by 0.029 5 to 0.667 5, and reduces the Root Mean Square Error (RMSE) by 0.036 6 to 0.798 3. The algorithm achieves good performance in both metrics.

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