In this study, we present an error analysis for Tikhonov regularization in a semi-stochastic setting. The analysis is carried out in such a way that it can be applied to any kind of inverse problem in atmospheric remote sensing. A method for selecting the optimal regularization parameter relying on the minimization of an estimator of the bound of the error between the first iterate and the exact solution is also discussed. Numerical simulations are performed for NO2 retrieval from SCIAMACHY limb scatter measurements
In this paper we deal with regularization procedures for the nonlinear inverse problem of atmospheri...
A retrieval algorithm using B-spline approximation for solving ill-posed inverse problems arising in...
An advanced mathematical methodology for efficient Tikhonov-type inversion of MetOp nadir sounder ob...
In this chapter we present the basic concepts of numerical regularization theory. We analyze direct ...
In this paper we present a retrieval algorithm for atmospheric remote sensing. The algorithm combine...
In this paper we present a retrieval algorithm for atmospheric remote sensing. The algorithm combine...
The subject of this book is a hot topic with currently no monographic support. It is more advanced, ...
Inverse problems occurring in atmospheric science aim to estimate state parameters (e.g. temperature...
In atmospheric science we are confronted with inverse problems arising in applications associated wi...
The iteratively regularized Gauss-Newton algorithm with simple bounds on the variables is extended t...
In this paper we present an inversion algorithm for nonlinear ill--posed problems arising in atmosph...
In this paper we present different inversion algorithms for nonlinear ill-posed problems arising in ...
In this paper two algorithms for the solution of nonlinear ill-posed problems with simple bounds on ...
Remote sensing of the atmosphere is typically achieved through measurements that are high-resolution...
Remote sensing of the atmosphere is typically achieved through measurements that are high-resolution...
In this paper we deal with regularization procedures for the nonlinear inverse problem of atmospheri...
A retrieval algorithm using B-spline approximation for solving ill-posed inverse problems arising in...
An advanced mathematical methodology for efficient Tikhonov-type inversion of MetOp nadir sounder ob...
In this chapter we present the basic concepts of numerical regularization theory. We analyze direct ...
In this paper we present a retrieval algorithm for atmospheric remote sensing. The algorithm combine...
In this paper we present a retrieval algorithm for atmospheric remote sensing. The algorithm combine...
The subject of this book is a hot topic with currently no monographic support. It is more advanced, ...
Inverse problems occurring in atmospheric science aim to estimate state parameters (e.g. temperature...
In atmospheric science we are confronted with inverse problems arising in applications associated wi...
The iteratively regularized Gauss-Newton algorithm with simple bounds on the variables is extended t...
In this paper we present an inversion algorithm for nonlinear ill--posed problems arising in atmosph...
In this paper we present different inversion algorithms for nonlinear ill-posed problems arising in ...
In this paper two algorithms for the solution of nonlinear ill-posed problems with simple bounds on ...
Remote sensing of the atmosphere is typically achieved through measurements that are high-resolution...
Remote sensing of the atmosphere is typically achieved through measurements that are high-resolution...
In this paper we deal with regularization procedures for the nonlinear inverse problem of atmospheri...
A retrieval algorithm using B-spline approximation for solving ill-posed inverse problems arising in...
An advanced mathematical methodology for efficient Tikhonov-type inversion of MetOp nadir sounder ob...