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Irreducible form of maximum likelihood criterion for bearing estimation using a uniform linear array

机译:使用均匀线性数组进行方位估计的最大似然准则的不可约形式

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This paper presents an improvement of the Alternating Projection (AP) algorithm for the Maximum Likelihood bearing estimation using a uniform linear array of sensors. Solutions by the AP algorithm may oscillate because of numerical instability which occurs due to indefiniteness of the AP criterion, when estimated bearings more than one approach to the identical value. The oscillation makes the condition for terminating iterations complex. This paper derives an irreducible form of the AP criterion which never get indefinite. The irreducible form has the advantage of not only suppressing the oscillation but also being efficient since the order of the amount of arithmetic operations in each step of iteration decreases. Furthermore FFT and gradient methods, such as the Newton method, can be applied to recuce the operations.
机译:本文提出了使用均匀线性传感器阵列的最大似然方位估计的交替投影(AP)算法的改进。 AP算法的解可能会由于数值不稳定性而波动,因为数值不稳定性是由于AP准则的不确定性而引起的,这是因为估计的轴承不止一种接近相同值的情况。振荡使终止迭代的条件变得复杂。本文推导了一种永无止境的AP准则的不可约形式。不可约形式的优点在于,不仅抑制振荡,而且由于迭代的每个步骤中的算术运算量的顺序减小,因此具有高效性。此外,FFT和梯度方法(例如牛顿法)可以应用于简化运算。

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