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Solving Non-linear Equation Based on Steepest Descent Method

机译:基于陡峭血压方法求解非线性方程

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This paper concerns with the problem of solving non-linear equation. It is shown that solving non-linear equation is equivalent to the evaluation extremum of funtion. In terms of unconstrained optimization using steepest descent method, we propose an algorithm for solving non-linear equation. It is shown that the proposed algorithm has the same convergence rate as the secant method. Several numerical experiments are also provided to demonstrate the effect of the proposed algorithm.
机译:本文涉及求解非线性方程的问题。 结果表明,求解非线性方程等同于焦急的评估极值。 在使用速度下降方法的无约束优化方面,我们提出了一种解决非线性方程的算法。 结果表明,该算法具有与SECANT方法相同的收敛速率。 还提供了几个数值实验以证明所提出的算法的效果。

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