On Time Delay Estimation

H. Messer, P. M. Schultheiss
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引用次数: 87

Abstract

An important signal parameter estimation problem is time-delay estimation. Here the unknown is the time origin of the signal: s (l, θ) = s (l − θ). The duration of the signal (the domain over which the signal is de ned) is assumed brief compared with the observation interval L. Although in continuous time the signal delay is a continuous-valued variable, in discrete time it is not. Consequently, the maximum likelihood estimate cannot be found by di erentiation, and we must determine the maximum likelihood estimate of signal delay by the most fundamental expression of the maximization procedure. Assuming Gaussian noise, the maximum likelihood estimate of delay is the solution of
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关于时延估计
信号参数估计的一个重要问题是时延估计。这里的未知数是信号的时间原点:s (l, θ) = s (l−θ)。与观测区间l相比,假设信号的持续时间(信号被定义的域)较短。虽然在连续时间中信号延迟是一个连续值变量,但在离散时间中它不是。因此,不能用微分法求最大似然估计,必须用最大化过程的最基本表达式来确定信号延迟的最大似然估计。假设高斯噪声,时延的最大似然估计是
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