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Blind channel estimation in OFDM systems by relying on the Gaussian assumption of the input

机译:依靠输入的高斯假设在OFDM系统中进行盲信道估计

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In an OFDM system, the receiver requires an estimate of the channel to recover the transmitted data. Most channel estimation methods rely on some form of training which reduces the useful data rate. In this paper, we introduce an algorithm that blindly estimates the channel by maximizing the log likelihood of the channel given the output data. Finding the likelihood function of a linear system can be very difficult. However, in the OFDM case, central limit arguments can be used to argue that the time-domain input is Gaussian. This together with the Gaussian assumption on the noise makes the output data Gaussian. The output likelihood function can then be maximized to obtain the maximum likelihood (ML) estimate of the channel. Unfortunately, this optimization problem is not convex and thus finding the global maximum is challenging. In this paper, we propose two methods to find the global maximum of the ML objective function. One is the blind Genetic algorithm and the other is the semi-blind Steepest descent method. The performance of the proposed algorithms is demonstrated by computer simulations.
机译:在OFDM系统中,接收器需要信道的估计以恢复所发送的数据。大多数信道估计方法都依赖某种形式的训练,这会降低有用的数据速率。在本文中,我们介绍了一种算法,该算法通过在给定输出数据的情况下最大化通道的对数似然来盲目估计通道。找到线性系统的似然函数可能非常困难。但是,在OFDM情况下,可以使用中心极限参数来证明时域输入是高斯输入。这与对噪声的高斯假设一起使输出数据成为高斯。然后可以使输出似然函数最大化,以获得信道的最大似然(ML)估计。不幸的是,这个优化问题不是凸面的,因此寻找全局最大值是具有挑战性的。在本文中,我们提出了两种方法来找到ML目标函数的全局最大值。一种是盲遗传算法,另一种是半盲Steepest下降方法。通过计算机仿真证明了所提出算法的性能。

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