Nowadays, communication systems require huge amounts of data to be processed. Some examples of these systems include radar systems, video streaming, and many other multimedia applications. These systems require large amounts of bandwidth to satisfy the Nyquist rate. Compressive Sensing is proposed as a way to reduce their bandwidth requirements. Compressive Sensing algorithms are generally implemented at the receiver to reconstruct the original signal from a reduced set of samples. This methodology eliminates data which is relatively insignificant. It possesses the potential to eliminate the use of large bandwidth, cost effective matched filters, and high-frequency analog-todigital converters at the receiver in the case of radar systems. Co...
This paper presents the application of Compressive Sensing (CS) theory in radar signal processing. C...
Machine learning has enabled us to extract and exploit information from collected data. In this thes...
This paper examines the implementation considerations of Compressive Sampling (CS) in Field Programm...
Today, a number of applications need to process large bandwidth signals. These applications frequent...
In this paper, we present a novel architecture based on field-programmable gate arrays (FPGAs) for t...
This paper presents a novel real-time compressive sensing (CS) reconstruction which employs high den...
Orthogonal matching pursuit (OMP) is the most efficient algorithm used for the reconstruction of com...
The conventional Shannon-Nyquist sampling theory sets the goal for a signal to be sampled at a rate ...
Wireless monitoring of physiological signals is an evolving direction in personalized medicine and h...
Complementary metal-oxide-semiconductor (CMOS) radar has recently gained much research attraction be...
This paper reports a field-programmable gate array (FPGA) design of compressed sensing (CS) using th...
Conventional sensing techniques often acquire the signals entirely using a lot of resources and then...
Abstract An application specific programmable processor is designed based on the analysis of a set ...
The Shannon-Nyquist theorem enables signal acquisition with sampling frequency greater than or equal...
Abstract Compressed sensing‐based radio frequency signal acquisition systems call for higher reconst...
This paper presents the application of Compressive Sensing (CS) theory in radar signal processing. C...
Machine learning has enabled us to extract and exploit information from collected data. In this thes...
This paper examines the implementation considerations of Compressive Sampling (CS) in Field Programm...
Today, a number of applications need to process large bandwidth signals. These applications frequent...
In this paper, we present a novel architecture based on field-programmable gate arrays (FPGAs) for t...
This paper presents a novel real-time compressive sensing (CS) reconstruction which employs high den...
Orthogonal matching pursuit (OMP) is the most efficient algorithm used for the reconstruction of com...
The conventional Shannon-Nyquist sampling theory sets the goal for a signal to be sampled at a rate ...
Wireless monitoring of physiological signals is an evolving direction in personalized medicine and h...
Complementary metal-oxide-semiconductor (CMOS) radar has recently gained much research attraction be...
This paper reports a field-programmable gate array (FPGA) design of compressed sensing (CS) using th...
Conventional sensing techniques often acquire the signals entirely using a lot of resources and then...
Abstract An application specific programmable processor is designed based on the analysis of a set ...
The Shannon-Nyquist theorem enables signal acquisition with sampling frequency greater than or equal...
Abstract Compressed sensing‐based radio frequency signal acquisition systems call for higher reconst...
This paper presents the application of Compressive Sensing (CS) theory in radar signal processing. C...
Machine learning has enabled us to extract and exploit information from collected data. In this thes...
This paper examines the implementation considerations of Compressive Sampling (CS) in Field Programm...