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Donoho, D.L. and Tanner, J. (2005) Sparse Nonnegative Solu-tions of Underdetermined Linear Equations by Linear Programming. Proceedings of the National Academy of Sciences of the United States of America, 102, 9446-9951.
http://dx.doi.org/10.1073/pnas.0502269102

被以下文章引用:

• 标题: 带稀疏约束的分裂可行问题的算法The Solution of Sparsity-Constrained Split Feasibility Problem

  作者: 畅含笑, 孙军, 屈彪

  关键字: 分裂可行问题, 稀疏约束, IHT算法, 稳定点Split Feasible Problem, Sparsity-Constrained, IHT Algorithm, Stationery

  期刊名称: 《Advances in Applied Mathematics》, Vol.5 No.2, 2016-05-26

  摘要: 本文，我们主要研究带稀疏约束的分裂可行问题。在某些合理的假设下用IHT算法，得到了带稀疏约束的分裂可行问题的稳定点及给出在局部收敛性分析中起到了重要作用的结论。 In this paper, we mainly study the solution of sparsity-constrained split feasibility problem. Under some reasonable assumptions, we use IHT algorithm to get the stationary points of sparsity- constrained split feasibility problem and get a conclusion which plays an important role in local convergence analysis.