A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm
We propose a two-stage method to test the robustness of the generalized approximate message passing algorithm (GAMP). A pursuit process based on the marginal posterior probability is inserted in the standard GAMP algorithm to find the support of a sparse vector, and a revised GAMP process is used to...
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2016-11-01
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Online Access: | http://www.mdpi.com/1999-4893/9/4/79 |
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doaj-1051e52ab845454396e2458c37e24ca32020-11-25T01:29:48ZengMDPI AGAlgorithms1999-48932016-11-01947910.3390/a9040079a9040079A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing AlgorithmQingshan You0Yongjie Luo1Qun Wan2School of Electronic Engineering, University of Electronic Science and Technology of China, Chengdu 611731, ChinaSchool of Electronic Engineering, University of Electronic Science and Technology of China, Chengdu 611731, ChinaSchool of Electronic Engineering, University of Electronic Science and Technology of China, Chengdu 611731, ChinaWe propose a two-stage method to test the robustness of the generalized approximate message passing algorithm (GAMP). A pursuit process based on the marginal posterior probability is inserted in the standard GAMP algorithm to find the support of a sparse vector, and a revised GAMP process is used to estimate the amplitudes of the support. The numerical experiments with simulation and real world data confirm the robustness and performance of our proposed algorithm.http://www.mdpi.com/1999-4893/9/4/79compressed sensinggeneralized approximate message passingpursuittwo-stage method |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Qingshan You Yongjie Luo Qun Wan |
spellingShingle |
Qingshan You Yongjie Luo Qun Wan A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm Algorithms compressed sensing generalized approximate message passing pursuit two-stage method |
author_facet |
Qingshan You Yongjie Luo Qun Wan |
author_sort |
Qingshan You |
title |
A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm |
title_short |
A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm |
title_full |
A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm |
title_fullStr |
A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm |
title_full_unstemmed |
A Two-Stage Method to Test the Robustness of the Generalized Approximate Message Passing Algorithm |
title_sort |
two-stage method to test the robustness of the generalized approximate message passing algorithm |
publisher |
MDPI AG |
series |
Algorithms |
issn |
1999-4893 |
publishDate |
2016-11-01 |
description |
We propose a two-stage method to test the robustness of the generalized approximate message passing algorithm (GAMP). A pursuit process based on the marginal posterior probability is inserted in the standard GAMP algorithm to find the support of a sparse vector, and a revised GAMP process is used to estimate the amplitudes of the support. The numerical experiments with simulation and real world data confirm the robustness and performance of our proposed algorithm. |
topic |
compressed sensing generalized approximate message passing pursuit two-stage method |
url |
http://www.mdpi.com/1999-4893/9/4/79 |
work_keys_str_mv |
AT qingshanyou atwostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm AT yongjieluo atwostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm AT qunwan atwostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm AT qingshanyou twostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm AT yongjieluo twostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm AT qunwan twostagemethodtotesttherobustnessofthegeneralizedapproximatemessagepassingalgorithm |
_version_ |
1725094643780026368 |