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On the Blind Estimation of Chip Time of Time-Hopping Signals Through Minimization of a Multimodal Cost Function

机译:通过最小化多峰代价函数的盲估计时间跳变信号的码片时间

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摘要

In this correspondence, we focus on blind estimation of the chip duration of time-hopping signals by introducing a cost function based on time-of-arrival (ToA) folding over multiple observation sets. An optimization algorithm that takes advantage of the highly oscillatory behavior in the nearby of the global minimum is proposed and a performance bound for the chip time estimate is derived. The pertinence of our approach is shown through numerical results, considering alternative methods like periodogram and separable least squares line search. The proposed technique enables a good tradeoff between statistical accuracy and computational complexity.
机译:在这种对应关系中,我们通过引入基于多个观察集上的到达时间(ToA)折叠的代价函数,专注于盲目估计跳时信号的码片持续时间。提出了一种利用全局最小值附近的高度振荡行为的优化算法,并得出了码片时间估计的性能界限。通过数值结果显示了我们方法的相关性,同时考虑了诸如周期图和可分离的最小二乘线搜索之类的替代方法。所提出的技术能够在统计精度和计算复杂度之间取得良好的折衷。

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