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A Nonlinear Adaptive Beamforming Algorithm Based on Least Squares Support Vector Regression

机译:基于最小二乘支持向量回归的非线性自适应波束成形算法

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To overcome the performance degradation in the presence of steering vector mismatches, strict restrictions on the number of available snapshots, and numerous interferences, a novel beamforming approach based on nonlinear least-square support vector regression machine (LS-SVR) is derived in this paper. In this approach, the conventional linearly constrained minimum variance cost function used by minimum variance distortionless response (MVDR) beamformer is replaced by a squared-loss function to increase robustness in complex scenarios and provide additional control over the sidelobe level. Gaussian kernels are also used to obtain better generalization capacity. This novel approach has two highlights, one is a recursive regression procedure to estimate the weight vectors on real-time, the other is a sparse model with novelty criterion to reduce the final size of the beamformer. The analysis and simulation tests show that the proposed approach offers better noise suppression capability and achieve near optimal signal-to-interference-and-noise ratio (SINR) with a low computational burden, as compared to other recently proposed robust beamforming techniques.
机译:为了克服转向矢量不匹配,对可用快照数量的严格限制以及众多干扰的存在而导致的性能下降,本文提出了一种基于非线性最小二乘支持向量回归机(LS-SVR)的新型波束成形方法。 。在这种方法中,最小方差无失真响应(MVDR)波束形成器使用的常规线性约束最小方差成本函数被平方损失函数取代,以提高复杂情况下的鲁棒性并提供对旁瓣电平的额外控制。高斯核还用于获得更好的泛化能力。这种新颖的方法有两个亮点,一个是实时估计权重向量的递归回归程序,另一个是具有新颖性准则的稀疏模型,可以减小波束形成器的最终尺寸。分析和仿真测试表明,与其他最近提出的鲁棒波束成形技术相比,该方法具有更好的噪声抑制能力,并以较低的计算负担实现了接近最佳的信噪比(SINR)。

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