论文标题

阵列信号处理研究中还有三十年:优化和结构剥削观点

Three more Decades in Array Signal Processing Research: An Optimization and Structure Exploitation Perspective

论文作者

Pesavento, Marius, Trinh-Hoang, Minh, Viberg, Mats

论文摘要

信号处理社区目前见证了在各种现代应用中的传感器阵列处理和到达方向(DOA)估计的出现,例如汽车雷达,移动用户和毫米波浪室内定位,无人机监视以及在新的范式中,例如未来无线系统中的关节传感和通信。技术飞跃以及强大且负担得起的多Antenna硬件平台的可用性进一步增强了这种趋势。超级分辨率DOA估计技术的进步历史很长,从早期的参数多源方法开始,例如计算昂贵的最大可能性(ML)技术,即基于Pisarenko和音乐等早期基于子空间的技术。受到开创性审查论文的启发,二十年来的阵列信号处理研究:Krim和Viberg发表在IEEE信号处理杂志上的参数方法,我们回顾了基于二阶统计数据的经典窄带阵列处理模型的阵列信号处理研究中的另外三十年。我们重新审视该领域的主要趋势,并从现代优化和结构开发的角度重述阵列信号处理的故事。在我们的概述中,通过突出的示例,我们说明了如何将不同的DOA估计方法作为优化问题,其侧面约束源自有关测量系统结构的先验知识。由于空间的限制,我们对过去三十年中DOA估计研究的审查绝非完整。出于教学原因,我们主要关注该领域的发展,这些发展很容易关联传统的多源估计标准并选择简单的说明性示例。

The signal processing community currently witnesses the emergence of sensor array processing and Direction-of-Arrival (DoA) estimation in various modern applications, such as automotive radar, mobile user and millimeter wave indoor localization, drone surveillance, as well as in new paradigms, such as joint sensing and communication in future wireless systems. This trend is further enhanced by technology leaps and availability of powerful and affordable multi-antenna hardware platforms. The history of advances in super resolution DoA estimation techniques is long, starting from the early parametric multi-source methods such as the computationally expensive maximum likelihood (ML) techniques to the early subspace-based techniques such as Pisarenko and MUSIC. Inspired by the seminal review paper Two Decades of Array Signal Processing Research: The Parametric Approach by Krim and Viberg published in the IEEE Signal Processing Magazine, we are looking back at another three decades in Array Signal Processing Research under the classical narrowband array processing model based on second order statistics. We revisit major trends in the field and retell the story of array signal processing from a modern optimization and structure exploitation perspective. In our overview, through prominent examples, we illustrate how different DoA estimation methods can be cast as optimization problems with side constraints originating from prior knowledge regarding the structure of the measurement system. Due to space limitations, our review of the DoA estimation research in the past three decades is by no means complete. For didactic reasons, we mainly focus on developments in the field that easily relate the traditional multi-source estimation criteria and choose simple illustrative examples.

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