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A Modification of Classical Conjugate Gradient Method using Strong Wolfe Line Search

机译:使用强Wolfe线搜索的经典共轭梯度方法的修改

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Recently many researches try to develop and improve the Conjugate Gradient (CG) methods because of its convergence properties and low computation costing. In this paper, another CG coefficient (β_k) will be proposed which is categorized as modification in such a way to improve the performance of the classical CG methods. This paper is focused on generating β_k with several desirable properties: (1) generate descent search direction at each iterations; and (2) converge globally by using strong Wolfe line search. Numerical comparisons of three CG methods show the robustness and the efficiency of the new method in solving all given problems.
机译:最近,许多研究试图由于其收敛性能和低计算成本,因此尝试开发和改善共轭梯度(CG)方法。在本文中,将提出另一个CG系数(β_K),其分类为改进古典CG方法的性能的方式。本文的重点是产生具有若干所需特性的β_K:(1)在每个迭代处生成血统搜索方向; (2)通过使用强大的Wolfe线搜索全球汇集。三种CG方法的数值比较显示了解决所有给定问题的新方法的鲁棒性和效率。

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