Non-stationary regularizing preconditioners have recently been proposed for the acceleration of classical iterative methods for the solution of linear discrete ill-posed problems. This paper explores how these preconditioners can be combined with the flexible GMRES iterative method. A new structure-respecting strategy to construct a sequence of regularizing preconditioners is proposed. We show that flexible GMRES applied with these preconditioners is able to restore images that have been contaminated by strongly non-symmetric blur, while several other iterative methods fail to do this
Regularizing preconditioners for accelerating the convergence of iterative regularization methods an...
Discrete ill-posed inverse problems arise in many areas of science and engineering. Their solutions ...
In this paper we consider the problem of restoring images that have been blurred by a spatially-inva...
Non-stationary regularizing preconditioners have recently been proposed for the acceleration of clas...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods wi...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods wi...
Preconditioning techniques for linear systems are widely used in order to speed up the convergence o...
AbstractIt has been shown recently that iterative regularization using conjugate gradient type metho...
It has been shown recently that iterative regularization using conjugate gradient type methods for i...
It is well known that iterative algorithms for image deblurring that involve the normal equations sh...
Discrete ill-posed inverse problems arise in many areas of science and engineering. Their solutions ...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods an...
Discrete ill-posed inverse problems arise in many areas of science and engineering. Their solutions ...
In this paper we consider the problem of restoring images that have been blurred by a spatially-inva...
Non-stationary regularizing preconditioners have recently been proposed for the acceleration of clas...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods wi...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods wi...
Preconditioning techniques for linear systems are widely used in order to speed up the convergence o...
AbstractIt has been shown recently that iterative regularization using conjugate gradient type metho...
It has been shown recently that iterative regularization using conjugate gradient type methods for i...
It is well known that iterative algorithms for image deblurring that involve the normal equations sh...
Discrete ill-posed inverse problems arise in many areas of science and engineering. Their solutions ...
Regularizing preconditioners for accelerating the convergence of iterative regularization methods an...
Discrete ill-posed inverse problems arise in many areas of science and engineering. Their solutions ...
In this paper we consider the problem of restoring images that have been blurred by a spatially-inva...