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Statistics of a Blind Channel Estimator based on 'Logic Strings'

机译:基于“逻辑字符串”的盲信估计统计

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We derive the mean squared error (variance) of a blind channel estimator that exploits constraints imposed on valid combinations of code bits (also called 'logic strings') and the respective receive symbols by the parity check equations of a channel code. The dependence of the estimation error on the length of the logic strings, their available number as well as on the channel impulse response is quantified for a finite number of observations, i.e. logic strings that are available within one data block. The result explains, why short logic strings perform significantly better than longer ones. This provides a guideline to choose appropriate codes and allows for given typical channel conditions to select the appropriate code or block length to achieve the desired accuracy of the channel estimate.
机译:我们导出盲信道估计器的平均平方误差(方差),该盲信道估计器利用对代码比特的有效组合的约束(也称为“逻辑字符串”)和相应的接收符号由信道代码的奇偶校验校验方程。 估计误差对逻辑字符串长度的依赖性,它们可用的号码以及信道脉冲响应被定量为有限次数,即一个数据块内可用的逻辑字符串。 结果解释了,为什么短逻辑字符串明显优于更长的逻辑。 这提供了选择合适的代码的指导,并且允许给定典型的信道条件来选择适当的代码或块长度以实现信道估计的所需准确性。

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