This dissertation studies deconvolution problems of how structured sparse signals appear in nature, science and engineering. We discuss about the intrinsic solution to the problem of short-and-sparse deconvolution, how these solutions structured the optimization problem, and how do we design an efficient and practical algorithm base on aforementioned analytical findings. To fully utilized the information of structured sparse signals efficiently, we also propose a sensing method while the sampling acquisition is expansive, and study its sample limit and algorithms for signal recovery with limited samples
This paper considers constrained lscr1 minimization methods in a unified framework for the recovery ...
Compressed sensing has a wide range of applications that include error correction, imaging, radar an...
Compressive Sensing is a recently developed technique that exploits the sparsity of naturally occurr...
Sparse deconvolution is a classical subject in digital signal processing, having many practical appl...
International audienceThis paper deals with the problem of recovering a sparse unknown signal from a...
In this dissertation, we investigate the signal recovery and detection task for compressive sensing ...
The theory of compressed sensing shows that sparse signals in high-dimensional spaces can be recover...
Thesis (M. Eng.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Compute...
We address one- and two-layer ultrasonic array imaging. We use an array of transducers to inspect th...
Whatever the field of application, optimizing the results and sometimes even solving problems requir...
Engineering: 1st Place (The Ohio State University Edward F. Hayes Graduate Research Forum)We report ...
Low dimensional signal processing has drawn an increasingly broad amount of attention in the past de...
Compressed sensing and sparse signal modeling have attracted considerable research interest in recen...
In the sparse recovery problem, we have a signal x in R^N that is sparse; i.e., it consists of k sig...
Nowadays, there is an increasing amount of digital information constantly generated from every aspec...
This paper considers constrained lscr1 minimization methods in a unified framework for the recovery ...
Compressed sensing has a wide range of applications that include error correction, imaging, radar an...
Compressive Sensing is a recently developed technique that exploits the sparsity of naturally occurr...
Sparse deconvolution is a classical subject in digital signal processing, having many practical appl...
International audienceThis paper deals with the problem of recovering a sparse unknown signal from a...
In this dissertation, we investigate the signal recovery and detection task for compressive sensing ...
The theory of compressed sensing shows that sparse signals in high-dimensional spaces can be recover...
Thesis (M. Eng.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Compute...
We address one- and two-layer ultrasonic array imaging. We use an array of transducers to inspect th...
Whatever the field of application, optimizing the results and sometimes even solving problems requir...
Engineering: 1st Place (The Ohio State University Edward F. Hayes Graduate Research Forum)We report ...
Low dimensional signal processing has drawn an increasingly broad amount of attention in the past de...
Compressed sensing and sparse signal modeling have attracted considerable research interest in recen...
In the sparse recovery problem, we have a signal x in R^N that is sparse; i.e., it consists of k sig...
Nowadays, there is an increasing amount of digital information constantly generated from every aspec...
This paper considers constrained lscr1 minimization methods in a unified framework for the recovery ...
Compressed sensing has a wide range of applications that include error correction, imaging, radar an...
Compressive Sensing is a recently developed technique that exploits the sparsity of naturally occurr...