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Two modified PRP conjugate gradient methods and their global convergence for unconstrained optimization

机译:两种改进的PRP共轭梯度法及其无约束优化的全局收敛性

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In this paper, two modified PRP conjugate gradient methods which satisfy sufficient descent condition are proposed for solving unconstrained optimization problems. We develop two sufficient descent directions at every iteration. Under some suitable conditions, theoretical analysis shows that the algorithm is global convergence. Numerical results show that this method is effective in unconstrained minimizing optimization problems.
机译:为了解决无约束优化问题,本文提出了两种满足充分下降条件的改进的PRP共轭梯度方法。我们在每次迭代中都建立了两个足够的下降方向。在一定条件下,理论分析表明该算法是全局收敛的。数值结果表明,该方法在无约束最小化优化问题方面是有效的。

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