Extending Convergence Analysis of a Landweber Method for Solving Nonlinear Ill-Posed Problems

In this paper, I use the Landweber iterative method to solve nonlinear problems. I analyze convergence and estimate error using assumptions such as the Landweber method is considered a regularization scheme when the iteration is stopped at the appropriate stage using the bias principle. I use the same difference principle is used in standard diagrams to stop proposed repeating diagrams.