2022
DOI: 10.48550/arxiv.2212.07333
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RIS-aided User Tracking in Near-Field MIMO Systems: Joint Precoding Design and RIS Optimization

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Cited by 3 publications
(4 citation statements)
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“…Focusing on the specific case of NF localization, many other RIS optimization schemes have been put forward, such as SNR maximization in [25] and [26] and DFT matrices in [27]. On the other hand, a traditional randomized RIS phase design was considered in [28] to achieve bi-static localization of the RIS.…”
Section: Related State Of the Artmentioning
confidence: 99%
“…Focusing on the specific case of NF localization, many other RIS optimization schemes have been put forward, such as SNR maximization in [25] and [26] and DFT matrices in [27]. On the other hand, a traditional randomized RIS phase design was considered in [28] to achieve bi-static localization of the RIS.…”
Section: Related State Of the Artmentioning
confidence: 99%
“…Focusing on the specific case of NF localization, many other RIS optimization schemes have been put forward, such as SNR maximization in [25,26] and DFT matrices in [27]. On the other hand, a traditional randomized RIS phase design was considered in [28] to achieve bi-static localization of the RIS.…”
Section: Related State Of the Artmentioning
confidence: 99%
“…The paper [33] proposes the use of differential data to determine the best beam for the RIS. Furthermore, [34] explores a joint design of the reflection coefficients of multiple RISs and the precoding strategy of a single BS to optimize the tracking of the position and velocity of a single UE with an iterative block coordinate descent algorithm.…”
Section: Related State Of the Artmentioning
confidence: 99%
“…In (3), the path to and from the RIS appear together, so that without suitable processing, up to 2L + 1 path will be present. To avoid this, we propose a method to separate the UE-SP-RIS-UE paths (second term in (3)) from the UE-RIS-SP-UE paths (first term in (3)), by designing the precoder and combiner at the UE, inspired by the approach from [19]. In particular, we divide up the T /2 available transmissions into T 1 transmissions towards the RIS, with fk, t = a * U (θ k,0 )/∥a U (θ)∥ and T 2 = T /2 − T 1 transmissions with a null towards the RIS, i.e., with f H k, ta U (θ k,0 ) = 0.…”
Section: B Separation Of the Ris Signalsmentioning
confidence: 99%