Solving nonlinear inverse problems by evolution equations based on Gauss-Newton methods
In this article, we solve nonlinear inverse problems by an evolution equation method which can be viewed as the continuous analogue of the Gauss-Newton method. Under certain conditions we prove the convergence and derive the rate of convergence when the discrepancy principle is coupled.
|Collections||ANU Research Publications|
|01_Jin_Solving_nonlinear_inverse_2013.pdf||284.24 kB||Adobe PDF||Request a copy|