In 3D reconstruction problems the number of design variables is large and the forward model is typically computationally expensive. Reconstruction using gradient-based optimization algorithms requires many gradient evaluations. For such problems the computational cost of a finite difference approach to gradient calculation is prohibitive since the number of forward model evaluations per gradient calculation is equal to the number of design variables. We introduce the adjoint method which drastically reduces the amount of computations required for gradient calculation. Also, we introduce COMSOL Multiphysics as a valuable modeling and prototyping tool to be used for forward model evaluation and gradient calculation through the adjoint method....
We demonstrate the application of several optimisation techniques to a 2D Electrical Impedance Tomog...
This paper aims to provide a forward problem solving for non-invasive electrical resistance tomograp...
Non-linear electrical impedance tomography reconstruction algorithms usually employ the Newton–Raphs...
In 3D reconstruction problems the number of design variables is large and the forward model is typic...
An adjoint field approach is used to formulate a general numerical framework for Fisher information-...
Electrical impedance tomography (EIT) is a fast and cost-effective technique to provide a tomographi...
In Electrical Impedance Tomography (EIT). the main goal is to reconstruct the conductivity distribut...
[1] Electrical impedance tomography aims to recover the electrical conductivity underground from sur...
In this contribution, it is described how the Fisher information can be computed by using adjoint fi...
The standard approach for the evaluation of the gradient during the optimization process in the impe...
This thesis addresses the computational reconstruction of images using Electrical Impedance Tomograp...
Electrical Impedance Tomography can provide images with well-defined characteristics using a fully n...
Image reconstruction in electrical impedance tomography is an ill-posed nonlinear inverse problem. L...
Abstract. This paper focuses on applying prior information about inclusions to improve sparsity reco...
A standard approach to solving inversion problems that involve many parameters uses gradient-based o...
We demonstrate the application of several optimisation techniques to a 2D Electrical Impedance Tomog...
This paper aims to provide a forward problem solving for non-invasive electrical resistance tomograp...
Non-linear electrical impedance tomography reconstruction algorithms usually employ the Newton–Raphs...
In 3D reconstruction problems the number of design variables is large and the forward model is typic...
An adjoint field approach is used to formulate a general numerical framework for Fisher information-...
Electrical impedance tomography (EIT) is a fast and cost-effective technique to provide a tomographi...
In Electrical Impedance Tomography (EIT). the main goal is to reconstruct the conductivity distribut...
[1] Electrical impedance tomography aims to recover the electrical conductivity underground from sur...
In this contribution, it is described how the Fisher information can be computed by using adjoint fi...
The standard approach for the evaluation of the gradient during the optimization process in the impe...
This thesis addresses the computational reconstruction of images using Electrical Impedance Tomograp...
Electrical Impedance Tomography can provide images with well-defined characteristics using a fully n...
Image reconstruction in electrical impedance tomography is an ill-posed nonlinear inverse problem. L...
Abstract. This paper focuses on applying prior information about inclusions to improve sparsity reco...
A standard approach to solving inversion problems that involve many parameters uses gradient-based o...
We demonstrate the application of several optimisation techniques to a 2D Electrical Impedance Tomog...
This paper aims to provide a forward problem solving for non-invasive electrical resistance tomograp...
Non-linear electrical impedance tomography reconstruction algorithms usually employ the Newton–Raphs...