ERD

A Regularized Electric Flux Volume Integral Equation for Brain Imaging

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a Constrained Pseudoinverse for the Electromagnetic Inverse Source Problem

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Laplacian Filters for Integral Equations: Further Developments and Fast Algorithms

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Electromagnetic Integral Equations: Insights in Conditioning and Preconditioning

Project: 321

Updated at: 27-04-2024

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Project acronym 321

A New Refinement-Free Preconditioner for the Symmetric Formulation in Electroencephalography

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a Fast Solution Strategy for a Surface-Wire Integral Formulation of the Anisotropic Forward Problem in Electroencepha...

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Brain-Computer Interfaces: Investigating the Transition from Visually Evoked to Purely Imagined Steady-State Potentials

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On the Fast Direct Solution of a Preconditioned Electromagnetic Integral Equation

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Calderón Preconditioners for the TD-EFIE discretized with Convolution Quadratures

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Eddy Current Modeling in Multiply Connected Regions via a Full-Wave Solver Based on the Quasi-Helmholtz Projectors

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Laplacian Filtered Loop-Star Decompositions and Quasi-Helmholtz Filters: Definitions, Analysis, and Efficient Algorithms

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a Calderón preconditioner for the symmetric formulation of the electroencephalography forward problem without baryce...

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Stabilized Single Current Inverse Source Formulations Based on Steklov-Poincaré Mappings

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a Low-Frequency and Contrast Stabilized Full-Wave Volume Integral Equation Solver for Lossy Media

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On the Effectiveness of Quasi-Helmholtz Projectors in Preconditioning Problems with Junctions

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Fast Direct Solvers for Integral Equations at Low-Frequency Based on Operator Filtering

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a Frequency-Stabilized Single Current Inverse Source Formulation

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Periodic Reporting for period 3 - 321 (from Cubic To Linear complexity in computational electromagnetics)

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On Preconditioning Electromagnetic Integral Equations in the High Frequency Regime via Helmholtz Operators and quasi-Hel...

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Large Time Step and DC Stable TD-EFIE Discretized With Implicit Runge–Kutta Methods

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On the modeling of brain fibers in the EEG forward problem via a new family of wire integral equations

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Conforming discretizations of boundary element solutions to the electroencephalography forward problem

Project: 321

Updated at: 27-04-2024

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Project acronym 321

A Calderon regularized symmetric formulation for the electroencephalography forward problem

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On a refinement-free Calderón multiplicative preconditioner for the electric field integral equation

Project: 321

Updated at: 27-04-2024

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Project acronym 321

A Hybrid Volume-Surface-Wire Integral Equation for the Anisotropic Forward Problem in Electroencephalography

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Handling anisotropic conductivities in the EEG forward problem with a symmetric formulation

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Magnetic and Combined Field Integral Equations Based on the Quasi-Helmholtz Projectors

Project: 321

Updated at: 27-04-2024

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Project acronym 321

A Hybrid Integral Equation Approach to Solve the Anisotropic Forward Problem in Electroencephalography

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Diffusion MRI Consistent Wire Models for Efficient Solutions of the Anisotropic Forward Problem in Electroencephalograph...

Project: 321

Updated at: 27-04-2024

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Project acronym 321

On the Spectral Behavior and Normalization of a Resonance-Free and High-Frequency Stable Integral Equation

Project: 321

Updated at: 27-04-2024

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Project acronym 321

Resources

Selected filters:

A Regularized Electric Flux Volume Integral Equation for Brain Imaging

On a Constrained Pseudoinverse for the Electromagnetic Inverse Source Problem

Laplacian Filters for Integral Equations: Further Developments and Fast Algorithms

Electromagnetic Integral Equations: Insights in Conditioning and Preconditioning

A New Refinement-Free Preconditioner for the Symmetric Formulation in Electroencephalography

On a Fast Solution Strategy for a Surface-Wire Integral Formulation of the Anisotropic Forward Problem in Electroencepha...

Brain-Computer Interfaces: Investigating the Transition from Visually Evoked to Purely Imagined Steady-State Potentials

On the Fast Direct Solution of a Preconditioned Electromagnetic Integral Equation

Calderón Preconditioners for the TD-EFIE discretized with Convolution Quadratures

Eddy Current Modeling in Multiply Connected Regions via a Full-Wave Solver Based on the Quasi-Helmholtz Projectors

Laplacian Filtered Loop-Star Decompositions and Quasi-Helmholtz Filters: Definitions, Analysis, and Efficient Algorithms

On a Calderón preconditioner for the symmetric formulation of the electroencephalography forward problem without baryce...

Stabilized Single Current Inverse Source Formulations Based on Steklov-Poincaré Mappings

On a Low-Frequency and Contrast Stabilized Full-Wave Volume Integral Equation Solver for Lossy Media

On the Effectiveness of Quasi-Helmholtz Projectors in Preconditioning Problems with Junctions

Fast Direct Solvers for Integral Equations at Low-Frequency Based on Operator Filtering

On a Frequency-Stabilized Single Current Inverse Source Formulation

Periodic Reporting for period 3 - 321 (from Cubic To Linear complexity in computational electromagnetics)

On Preconditioning Electromagnetic Integral Equations in the High Frequency Regime via Helmholtz Operators and quasi-Hel...

Large Time Step and DC Stable TD-EFIE Discretized With Implicit Runge–Kutta Methods

On the modeling of brain fibers in the EEG forward problem via a new family of wire integral equations

Conforming discretizations of boundary element solutions to the electroencephalography forward problem

A Calderon regularized symmetric formulation for the electroencephalography forward problem

On a refinement-free Calderón multiplicative preconditioner for the electric field integral equation

A Hybrid Volume-Surface-Wire Integral Equation for the Anisotropic Forward Problem in Electroencephalography

Handling anisotropic conductivities in the EEG forward problem with a symmetric formulation

Magnetic and Combined Field Integral Equations Based on the Quasi-Helmholtz Projectors

A Hybrid Integral Equation Approach to Solve the Anisotropic Forward Problem in Electroencephalography

Diffusion MRI Consistent Wire Models for Efficient Solutions of the Anisotropic Forward Problem in Electroencephalograph...

On the Spectral Behavior and Normalization of a Resonance-Free and High-Frequency Stable Integral Equation