Detection in Array Receiver Using Radial Basis Function Network

A.Y.J. Chan, T. Lo, J. Litva
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引用次数: 3

Abstract

Detection of digital signals in the presence of interference and noise plays an important role in personal and mobile communication systems. The interference may arise from multipath propagation or from the multiple users accessing the system. In general, the detection problem can be formulated as a data classification problem. According to the classical detection theory, the optimal detector is provided by the Bayes hypothesis testing [l]. In practice, the statistical properties of the received data, such as the distribution function and the number of incoming signals, are unknown a priori. I t is of significant interest to investigate other non-statistical approaches. Traditionally, linear adaptive filters based on the least mean squares (LMS) and the recursive least squares (RLS) algorithms [2] are employed to combat the degradation due to the interference. They are suboptimal because they only generate hyperplanar decision boundaries in the observation space. Recently, the radial basis function (RBF) network has received a considerable amount of attention. It has the universal approximation ability [3] to construct robust non-linear decision boundaries. Besides, its massive parallelism and fast training time make it desirable for solving complicated tasks. In general, signals arrive at the receiver not only with different time delays, but also from different spatial angles. This spatial information cannot be exploited with a single antenna receiver, and is important in handling the scenarios where the h o m i n g signals are not time-delayed by multiples of a symbol duration. Recently, antenna arrays have attracted much attention in the framework of spatial diversity combining. In this paper, the RBF network is incorporated into an array receiver to solve the detection problem in the spatial domain. The RBF network is first reviewed. Employing the Bayes criterion as a benchmark, a decision-boundary comparison is then performed among the array receiving systems based on the RBF network, the LMS and the RLS adaptive filters. After that, simulation results are presented to compare the bit-error-rate (BER) performance of these array systems.
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基于径向基函数网络的阵列接收机检测
在个人和移动通信系统中,检测存在干扰和噪声的数字信号起着重要的作用。干扰可能来自多路径传播或多个用户访问系统。一般来说,检测问题可以表述为数据分类问题。根据经典检测理论,最优检测器由贝叶斯假设检验提供[1]。在实践中,接收数据的统计特性,如分布函数和输入信号的数量,是先验未知的。研究其他非统计方法是很有意义的。传统上,采用基于最小均方(LMS)和递归最小二乘(RLS)算法的线性自适应滤波器[2]来对抗干扰引起的退化。它们是次优的,因为它们只在观测空间中生成超平面决策边界。近年来,径向基函数(RBF)网络受到了广泛的关注。它具有构造鲁棒非线性决策边界的通用逼近能力[3]。此外,它的大规模并行性和快速的训练时间使其成为解决复杂任务的理想选择。一般情况下,到达接收机的信号不仅具有不同的时延,而且从不同的空间角度出发。这种空间信息不能被单一的天线接收器利用,并且在处理信号的时间延迟不是一个符号持续时间的倍数的情况下是重要的。近年来,天线阵列在空间分集组合框架下受到了广泛的关注。本文将RBF网络集成到阵列接收机中,以解决空间域的检测问题。首先回顾了RBF网络。然后以贝叶斯准则为基准,对基于RBF网络、LMS和RLS自适应滤波器的阵列接收系统进行决策边界比较。最后给出了仿真结果,比较了这两种阵列系统的误码率性能。
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