稀疏信号 Resources

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Fast and efficient signal reconstruction algorithms with reliable performance form the core component of compressive sensing theory, an area where numerous impactful research initiatives are currently underway. Since the introduction of compressive sensing theory, various sparse signal reconstruction algorithms have emerged, primarily categorized into three types: greedy algorithms, convex relaxation algorithms, and combinatorial algorithms. The focus here is on the Subspace Pursuit (SP) algorithm, which operates by iteratively selecting the most correlated atoms from the measurement matrix and refining the support set through orthogonal projection operations.

MATLAB 210 views Tagged

Professor Wusheng Lu is a professor in the Department of Electrical and Computer Engineering at the University of Victoria, Canada. This courseware was developed for his short-term intensive courses delivered at domestic universities. It covers optimization problem solving, compressive sensing methods, and their applications in sparse signal and image processing (compression, reconstruction, denoising, etc.), including algorithm implementations and MATLAB code examples for key techniques.

MATLAB 239 views Tagged

This code implements signal recovery in compressed sensing theory by transforming it into a regression problem with parameter constraints. Through Bayesian parameter estimation techniques, it achieves efficient reconstruction of sparse signals. The implementation includes key components for optimization algorithms and sparse modeling.

MATLAB 214 views Tagged