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Robust MIMO radar target localization based on lagrange programming neural network

机译:基于拉格朗日编程神经网络的强大MIMO雷达目标定位

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摘要

In a multiple-input multiple-output (MIMO) radar system, there are a number of transmitters and receivers. We can use a set of range measurements from MIMO system to locate a target. Each range measurement is the sum of the transmitter-to-target distance and target-to-receiver distance, which corresponds to elliptic localization. This paper addresses the MIMO radar target localization problem with possibly outlier measurements. We formulate the problem via non-smooth constrained optimization with an l1-norm objective function, which is non-differentiable, and the Lagrange programming neural network (LPNN) is adopted as the solver. As the LPNN framework cannot handle non-differentiable objective functions, we utilize two techniques, namely, approximation of the l_1-norm and locally competitive algorithm, to develop two LPNN based algorithms. Moreover, the stability of the LPNN-based algorithms is studied. Simulation results demonstrate that the proposed algorithms outperform two state-of-the-art algorithms.
机译:在多输入多输出(MIMO)雷达系统中,有许多变送器和接收器。我们可以使用MIMO系统的一组范围测量来定位目标。每个范围测量是发送器到目标距离和目标到接收器距离的总和,其对应于椭圆定位。本文通过可能的异常值测量解决了MIMO雷达目标本地化问题。我们通过与L1-NOM目标函数的非平滑约束优化配制问题,该函数是不可差异的,并且采用拉格朗日编程神经网络(LPNN)作为求解器。随着LPNN框架不能处理非可分辨性的目标函数,我们利用了两种技术,即L_1-NARM和本地竞争算法的近似,以开发两个基于LPNN的算法。此外,研究了基于LPNN的算法的稳定性。仿真结果表明,所提出的算法优于两种最先进的算法。

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