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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >A Descent Conjugate Gradient Algorithm for Optimization Problems and Its Applications in Image Restoration and Compression Sensing
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A Descent Conjugate Gradient Algorithm for Optimization Problems and Its Applications in Image Restoration and Compression Sensing

机译:用于优化问题的下降共轭梯度算法及其在图像恢复和压缩感测中的应用

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摘要

It is well known that the nonlinear conjugate gradient algorithm is one of the effective algorithms for optimization problems since it has low storage and simple structure properties. This motivates us to make a further study to design a modified conjugate gradient formula for the optimization model, and this proposed conjugate gradient algorithm possesses several properties: (1) the search direction possesses not only the gradient value but also the function value; (2) the presented direction has both the sufficient descent property and the trust region feature; (3) the proposed algorithm has the global convergence for nonconvex functions; (4) the experiment is done for the image restoration problems and compression sensing to prove the performance of the new algorithm.
机译:众所周知,非线性缀合物梯度算法是优化问题的有效算法之一,因为它具有较低的存储和结构性能。这使我们能够进一步研究为优化模型设计修改的共轭梯度公式,并且这种提出的共轭梯度算法具有多种特性:(1)搜索方向不仅具有梯度值,还具有功能值; (2)所提出的方向具有足够的下降财产和信托区域特征; (3)所提出的算法具有非渗透功能的全局收敛; (4)实验是为图像恢复问题和压缩感测完成的,以证明新算法的性能。

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