원문정보
초록
영어
The measurement matrix of compressed sensing has a significant impact for sampling and reconstruction algorithm of the original signal. At present, the majority of the measurement matrix is randomly constructed, and it is difficulty for hardware implementation in the practical applications. In this paper, we use the sparse characteristic of parity- check matrix of LDPC codes, construct measurement matrix based on QC-LDPC (Quasi-cyclic low-density parity-check) matrix, which is a structural and sparse deterministic measurement matrix. The simulation results show that, the measurement matrix is proposed in this paper not only can obtain a better reconstructed image quality, but also it can reduce the complexity of hardware implementation for quasi-cyclic.
목차
1. Introduction
2. The Construction of Measurement Matrix
2.1 Restricted Isometry Property
2.2 The Parity Check Matrix of LDPC
2.3 The Parity Check Matrix of QC-LDPC
2.4 Design of QC-LDPC Matrix based on PEG Algorithm
3. The Simulation Results and Discussions
3.1 The Simulation and Analysis of One-Dimensional Signal
3.2 The Simulation and Analysis of Two-Dimensional Signal
4. Conclusion
Acknowledgement
References