带扰动算子的Landweber迭代在Hanke-Raus准则下的收敛阶分析

Convergence Order Analysis of a Landweber Iteration with Perturbed Operators under the Hanke-Raus Rule

本文针对带有扰动算子的非线性反问题提出了一种基于Hanke-Raus启发式停止准则的Landweber迭代法,并在一定的假设条件下分析了此迭代法的收敛阶。

In this paper, a Landweber iteration based on the Hanke-Raus rule for nonlinear inverse problems with perturbed operators is proposed, and the convergence order of this method is analyzed under certain reasonable assumptions.