Matlab code for Iterative Jumping Thresholding (IJT) Algorithm, an algorithm for fast solution of the general non-convex regularization problems.
IJT algorithm for tow specific sparse regularization models, i.e., L1/2 and L2/3 regularization for sparse signal recovery problem.
File Explanation:
IJT_L2rds.m: IJT algorithm applied to L2/3 regularization model
IJT_LHalf.m: IJT algorithm applied to L1/2 regularization model
Test: Test code of IJT algorithm for sparse signal recovery problem
@ Edited by Jinshan Zeng, School of Mathematics&Stastics, Xi'an Jiaotong University, email: [email protected], Sep. 27, 2014.