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JOURNALS // Program Systems: Theory and Applications // Archive

Program Systems: Theory and Applications, 2025 Volume 16, Issue 4, Pages 155–172 (Mi ps479)

Artificial Intelligence, Intelligent Systems, Neural Networks

Single-chip model for reverberation interference cancelation

M. S. Medvedev, D. O. Nepomnyashchiy, A. G. Khantimirov

Siberian Federal University, Krasnoyarsk, Russia

Abstract: he problem of reverberation interference cancelation that occurs during low-frequency signal transmission is considered. It is shown that effective solutions can be obtained using a combined approach based on the integration of known adaptive noise reduction algorithms for main noise compensation and machine learning technologies for residual echo suppression. The task of creating a single-chip model for a noise cancelation system implementing the proposed approach is highlighted. The main results of developing mathematical and software models for the proposed method are presented. The application of an fixed point echo state network as a recurrent neural network for computing cepstral coefficients on an FPGA chip is substantiated. The architecture of a single-chip intelligent noise cancelation system is considered. The results of mathematical and software models from the system components are presented. It is shown that as a result of a four-stage experiment, the developed architecture, neural network models, and the proposed interference suppression principle demonstrate both a reduction in the level of reverberation interference on the model compared to known approaches and the possibility of implementing a single-chip calculator in an FPGA basis. The obtained results open new prospects in implementing approaches to interference suppression during low-frequency signal transmission.

Key words and phrases: Interference, neural network, adaptive algorithm, reverberation, FPGA, model.

UDC: 534.83, 004.032.26
BBK: 32.813+32.811.7

MSC: Primary 68T07; Secondary 94A12

Received: 04.09.2025
Accepted: 21.09.2025

DOI: 10.25209/2079-3316-2025-16-4-155-172



© Steklov Math. Inst. of RAS, 2026