🤖 AI Summary
Fixed beamformers exhibit poor adaptability in dynamic acoustic environments, while conventional adaptive convex combination (ACC) algorithms struggle to track rapidly time-varying interferences. To address these limitations, this paper proposes a frame-level online neural fusion framework. It employs a lightweight neural network to predict, in real time, the combination weights for multiple distortionless differential beamformers, enabling dynamic weighted fusion under strict distortionless constraints. This work constitutes the first integration of neural networks into online fusion of multiple beamformers, overcoming ACC’s tracking bottleneck in highly non-stationary scenarios—such as those involving fast-moving interferers. Experimental results demonstrate that the proposed method significantly outperforms traditional ACC under rapid interference variation, achieving a superior trade-off between speech fidelity and interference suppression. Consequently, it enhances both robustness and overall speech quality.
📝 Abstract
Fixed beamforming is widely used in practice since it does not depend on the estimation of noise statistics and provides relatively stable performance. However, a single beamformer cannot adapt to varying acoustic conditions, which limits its interference suppression capability. To address this, adaptive convex combination (ACC) algorithms have been introduced, where the outputs of multiple fixed beamformers are linearly combined to improve robustness. Nevertheless, ACC often fails in highly non-stationary scenarios, such as rapidly moving interference, since its adaptive updates cannot reliably track rapid changes. To overcome this limitation, we propose a frame-online neural fusion framework for multiple distortionless differential beamformers, which estimates the combination weights through a neural network. Compared with conventional ACC, the proposed method adapts more effectively to dynamic acoustic environments, achieving stronger interference suppression while maintaining the distortionless constraint.