Pages that link to "Item:Q3808756"
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The following pages link to Relaxation of a variational method for impedance computed tomography (Q3808756):
Displaying 50 items.
- An optimization approach for the Cauchy problem in linear elasticity (Q373928) (← links)
- Review on mathematical modelling of electroencephalography (EEG) (Q666933) (← links)
- From restoration by topological gradient to medical image segmentation via an asymptotic expansion (Q734507) (← links)
- On statistical Calderón problems (Q778889) (← links)
- Monte Carlo methods for light propagation in biological tissues (Q900720) (← links)
- A level set method to reconstruct the discontinuity of the conductivity in EIT (Q1042845) (← links)
- A representation formula for the voltage perturbations caused by diametrically small conductivity inhomogeneities. Proof of uniform validity (Q1044390) (← links)
- Reconstruction of blocky impedance profiles from normal-incidence reflection seismograms which are band-limited and miscalibrated (Q1098674) (← links)
- The relaxation of a double-well energy (Q1204038) (← links)
- Optimal design via variational principles: The three-dimensional case. (Q1414180) (← links)
- A multiscale theory for image registration and nonlinear inverse problems (Q1731585) (← links)
- An equilibrated fluxes approach to the certified descent algorithm for shape optimization using conforming finite element and discontinuous Galerkin discretizations (Q1747641) (← links)
- Shape optimization for Dirichlet problems: Relaxed formulation and optimality conditions (Q1813610) (← links)
- Explicit computation of the relaxed density coming from a three-dimensional optimal design problem (Q1863631) (← links)
- Generalized implicit function theorems and problems with a free boundary (Q1912508) (← links)
- The topological gradient method: from optimal design to image processing (Q1932788) (← links)
- Topological sensitivity analysis and Kohn-Vogelius formulation for detecting a rigid inclusion in an elastic body (Q1988615) (← links)
- A fixed mesh method with immersed finite elements for solving interface inverse problems (Q2000030) (← links)
- Some application examples of minimization based formulations of inverse problems and their regularization (Q2037220) (← links)
- Iterative regularization for constrained minimization formulations of nonlinear inverse problems (Q2114823) (← links)
- Defect detection using Cauchy data on a part of outer boundary of an elastic body (Q2150912) (← links)
- Regularization of inverse problems via box constrained minimization (Q2188146) (← links)
- Recovering elastic inclusions by shape optimization methods with immersed finite elements (Q2223022) (← links)
- Shape sensitivity analysis for identification of voids under Navier's boundary conditions in linear elasticity (Q2316691) (← links)
- Topological derivative for the inverse conductivity problem: a Bayesian approach (Q2355579) (← links)
- An energy gap functional: cavity identification in linear elasticity (Q2406548) (← links)
- Identifying conductivity in electrical impedance tomography with total variation regularization (Q2413471) (← links)
- An inverse dipole source problem in inhomogeneous media: application to the EEG source localization in neonates (Q2422506) (← links)
- Solution for the geometric elastostatic inverse problem by means of not completely overdetermined boundary data (Q2656476) (← links)
- On the regularity of non-scattering anisotropic inhomogeneities (Q2697532) (← links)
- A method based on non-steady heat diffusion problems for detecting the location of inclusions (Q2948542) (← links)
- A new non-iterative reconstruction method for the electrical impedance tomography problem (Q2977547) (← links)
- Heuristic discrepancy principle for variational regularization of inverse problems (Q3298412) (← links)
- Identification of dipole sources in an elliptic equation from boundary measurements: application to the inverse EEG problem (Q3418639) (← links)
- Reconstructing conductivity coefficients based on sparsity regularization and measured data in electrical impedance tomography (Q3456559) (← links)
- Uniqueness for inverse parabolic problems with a lateral overdetermination (Q3469628) (← links)
- A variational method for parameter identification (Q3776567) (← links)
- Relaxation and regularization of nonconvex variational problems (Q4314708) (← links)
- Un algorithme d'identification de frontières soumises à des conditions aux limites de Signorini (Q4490031) (← links)
- Minimization Based Formulations of Inverse Problems and Their Regularization (Q4609465) (← links)
- An ADMM-Newton-CNN numerical approach to a TV model for identifying discontinuous diffusion coefficients in elliptic equations: convex case with gradient observations (Q5002581) (← links)
- Least-squares method for recovering multiple medium parameters (Q5044979) (← links)
- Modeling of Microstructures in a Cosserat Continuum Using Relaxed Energies: Analytical and Numerical Aspects (Q5050966) (← links)
- Permeability estimation of a porous structure in cancer treatment based on sampled velocity measurement* (Q5071185) (← links)
- A phase-field approach for detecting cavities via a Kohn–Vogelius type functional (Q5097563) (← links)
- Determining two coefficients in diffuse optical tomography with incomplete and noisy Cauchy data (Q5123706) (← links)
- On a two-phase Serrin-type problem and its numerical computation (Q5126408) (← links)
- On the Kohn–Vogelius formulation for solving an inverse source problem (Q5153245) (← links)
- Cahn–Hilliard equations incorporating elasticity: analysis and comparison to experiments (Q5494567) (← links)
- High Precision Identification of an Object: Optimality-Conditions-Based Concept of Imaging (Q5494895) (← links)
