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DTSTART:20380119T111407
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DTSTAMP:20260504T130904Z
UID:225E960C-1778-49C4-8D31-38376808FAB6
DTSTART;TZID=Asia/Singapore:20260504T100000
DTEND;TZID=Asia/Singapore:20260504T110000
DESCRIPTION:Abstract:\n\nSince the introduction of phased array in 1905 by 
 Karl Braun\, a Nobel Laureate\, array signal processing has advanced signi
 ficantly over the past century. The era of adaptive array was started by J
 ack Capon\, signified by his seminal paper in 1969. The Capon beamformer h
 as better resolution and much better interference rejection capability tha
 n the data-independent beamformer by Karl Braun\, provided that the array 
 steering vector corresponding to the signal of interest (SOI) and the arra
 y covariance matrix is accurately known\, and the SOI is uncorrelated to a
 ll other signals impinging on the array. However\, whenever the knowledge 
 of the SOI steering vector is imprecise\, the number of data snapshots is 
 scarce\, or the SOI is correlated with a multipath\, which are often the c
 ases encountered in practice\, the performance of the Capon beamformer may
  become worse than that of the data-independent beamformer. For over 50 ye
 ars\, making the Capon beamformer robust has attracted much interest and t
 ens of thousands of papers on robust adaptive array processing have been p
 ublished in the literature. To fundamentally overcome the limitations of t
 he Capon family of beamformers\, iterative approaches have been introduced
  in the recent literature. Most notably\, the iterative adaptive approach 
 (IAA) was published in 2010 and is shown to possess strong robustness and 
 can work well under single snapshot and arbitrary array scenarios. We will
  compare the nonparametric and user parameter free IAA algorithm with othe
 r well-known algorithms\, including the data-independent beamformer\, the 
 Capon beamformer\, the OMP algorithm introduced in the compressed sensing 
 literature\, as well as the parametric MUSIC and ESPRIT algorithms.\n\nLT2
 6 (SS4-B2-33)\, 50 Nanyang Ave\, Singapore\, Singapore\, Singapore\, 63979
 8
LOCATION:LT26 (SS4-B2-33)\, 50 Nanyang Ave\, Singapore\, Singapore\, Singap
 ore\, 639798
ORGANIZER:elhxie@ntu.edu.sg
SEQUENCE:19
SUMMARY:IEEE Distinguished Lecture: Over a Century of Array Signal Processi
 ng
URL;VALUE=URI:https://events.vtools.ieee.org/m/556854
X-ALT-DESC:Description: &lt;br /&gt;&lt;p&gt;&lt;strong&gt;&lt;em&gt;Abstract:&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;\n&lt;
 p class=&quot;MsoNormal&quot;&gt;Since the introduction of phased array in 1905 by Karl
  Braun\, a Nobel Laureate\, array signal processing has advanced significa
 ntly over the past century. The era of adaptive array was started by Jack 
 Capon\, signified by his seminal paper in 1969. The Capon beamformer has b
 etter resolution and much better interference rejection capability than th
 e data-independent beamformer by Karl Braun\, provided that the array stee
 ring vector corresponding to the signal of interest (SOI) and the array co
 variance matrix is accurately known\, and the SOI is uncorrelated to all o
 ther signals impinging on the array. However\, whenever the knowledge of t
 he SOI steering vector is imprecise\, the number of data snapshots is scar
 ce\, or the SOI is correlated with a multipath\, which are often the cases
  encountered in practice\, the performance of the Capon beamformer may bec
 ome worse than that of the data-independent beamformer. For over 50 years\
 , making the Capon beamformer robust has attracted much interest and tens 
 of thousands of papers on robust adaptive array processing have been publi
 shed in the literature. To fundamentally overcome the limitations of the C
 apon family of beamformers\, iterative approaches have been introduced in 
 the recent literature. Most notably\, the iterative adaptive approach (IAA
 ) was published in 2010 and is shown to possess strong robustness and can 
 work well under single snapshot and arbitrary array scenarios. We will com
 pare the nonparametric and user parameter free IAA algorithm with other we
 ll-known algorithms\, including the data-independent beamformer\, the Capo
 n beamformer\, the OMP algorithm introduced in the compressed sensing lite
 rature\, as well as the parametric MUSIC and ESPRIT algorithms.&lt;strong&gt;&lt;em
 &gt;&amp;nbsp\;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
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