| Nome |
# |
|
Curl-conforming hierarchical vector bases for triangles and tetrahedra, file e384c42e-0e97-d4b2-e053-9f05fe0a1d67
|
1.384
|
|
Hierarchical bases for non-hierarchic 3Dtriangular meshes, file e384c42e-00bb-d4b2-e053-9f05fe0a1d67
|
692
|
|
Vortex Waves and Channel Capacity: Hopes and Reality, file e384c42f-f303-d4b2-e053-9f05fe0a1d67
|
215
|
|
A Hybrid Volume-Surface-Wire Integral Equation for the Anisotropic Forward Problem in Electroencephalography, file e384c431-5375-d4b2-e053-9f05fe0a1d67
|
57
|
|
On a Low-Frequency and Refinement Stable PMCHWT Integral Equation Leveraging the Quasi-Helmholtz Projectors, file e384c430-0a19-d4b2-e053-9f05fe0a1d67
|
49
|
|
Large Time Step and DC Stable TD-EFIE Discretized with Implicit Runge-Kutta Methods, file e384c431-5379-d4b2-e053-9f05fe0a1d67
|
35
|
|
Eddy Current Modeling in Multiply Connected Regions Via a Full-Wave Solver Based on the Quasi-Helmholtz Projectors, file e384c432-69f5-d4b2-e053-9f05fe0a1d67
|
35
|
|
On the Spectral Behavior and Normalization of a Resonance-Free and High-Frequency Stable Integral Equation, file e384c430-f9e7-d4b2-e053-9f05fe0a1d67
|
33
|
|
On the modelling of brain fibers in the EEG Forward Problem via a New Family of Wire Integral Equations, file e384c431-a36e-d4b2-e053-9f05fe0a1d67
|
32
|
|
On the Multiplicative Regularization of Graph Laplacians on Closed and Open Structures With Applications to Spectral Partitioning, file e384c430-01e5-d4b2-e053-9f05fe0a1d67
|
31
|
|
A Calderon regularized symmetric formulation for the electroencephalography forward problem, file e384c430-abe3-d4b2-e053-9f05fe0a1d67
|
31
|
|
A surrogate model based on artificial neural network for RF radiation modelling with high-dimensional data, file e384c432-0d3a-d4b2-e053-9f05fe0a1d67
|
26
|
|
A Hybrid Integral Equation Approach to Solve the Anisotropic Forward Problem in Electroencephalography, file e384c430-a2d8-d4b2-e053-9f05fe0a1d67
|
22
|
|
On a refinement-free Calderón multiplicative preconditioner for the electric field integral equation, file e384c430-9dfe-d4b2-e053-9f05fe0a1d67
|
21
|
|
Discrétisations conformes des solutions aux éléments de frontière du problème direct en électroencéphalographie, file e384c431-8656-d4b2-e053-9f05fe0a1d67
|
20
|
|
Handling anisotropic conductivities in the EEG forward problem with a symmetric formulation, file e384c430-a2d9-d4b2-e053-9f05fe0a1d67
|
17
|
|
SimBCI-A framework for studying BCI methods by simulated EEG, file e384c432-2714-d4b2-e053-9f05fe0a1d67
|
15
|
|
On preconditioning electromagnetic integral equations in the high frequency regime via helmholtz operators and quasi-helmholtz projectors, file e384c434-7282-d4b2-e053-9f05fe0a1d67
|
15
|
|
Electromagnetic Integral Equations: Insights in Conditioning and Preconditioning, file e384c434-b941-d4b2-e053-9f05fe0a1d67
|
13
|
|
On a Fast Solution Strategy for a Surface-Wire Integral Formulation of the Anisotropic Forward Problem in Electroencephalography, file 4ec23b10-ee30-4d63-a1f6-3be50e2f8116
|
11
|
|
On a Conforming Impedance Boundary Condition EFIE, file e384c430-f890-d4b2-e053-9f05fe0a1d67
|
10
|
|
Eddy Current Modeling in Multiply Connected Regions Via a Full-Wave Solver Based on the Quasi-Helmholtz Projectors, file e384c432-54b7-d4b2-e053-9f05fe0a1d67
|
9
|
|
Vortex Waves and Channel Capacity: Hopes and Reality, file e384c433-49cf-d4b2-e053-9f05fe0a1d67
|
9
|
|
A new preconditioner for the EFIE based on primal and dual graph laplacian spectral filters, file e384c434-6709-d4b2-e053-9f05fe0a1d67
|
9
|
|
A Fast Quasi-Conformal Mapping Preconditioner for Electromagnetic Integral Equations, file e384c434-9d89-d4b2-e053-9f05fe0a1d67
|
9
|
|
On a Constrained Pseudoinverse for the Electromagnetic Inverse Source Problem, file 6c7675e4-b089-4164-bc93-8dff9c455141
|
8
|
|
A Fast Quasi-Conformal Mapping Preconditioner for Electromagnetic Integral Equations, file e384c434-128d-d4b2-e053-9f05fe0a1d67
|
8
|
|
On the Fast Direct Solution of a Preconditioned Electromagnetic Integral Equation, file 578a3fbe-7c23-4b93-a4e4-6fd89b4ab41b
|
7
|
|
A New Refinement-Free Preconditioner for the Symmetric Formulation in Electroencephalography, file 61c24c81-0ce8-41be-bacf-4f5ea7a68cc1
|
7
|
|
Brain-Computer Interfaces: Investigating the Transition from Visually Evoked to Purely Imagined Steady-State Potentials, file 98b9bf12-cd1d-4b85-b0fd-0164fc2148c5
|
7
|
|
On the Spectral Behavior and Normalization of a Resonance-Free and High-Frequency Stable Integral Equation, file e384c430-e8c9-d4b2-e053-9f05fe0a1d67
|
7
|
|
On a Frequency-Stabilized Single Current Inverse Source Formulation, file 42ab86b7-a76f-4e9a-92fd-93e44b46e71a
|
5
|
|
Magnetic and Combined Field Integral Equations Based on the Quasi-Helmholtz Projectors, file e384c434-b7ad-d4b2-e053-9f05fe0a1d67
|
5
|
|
The Full-Wave Alternative to Eddy-Current Solvers: on a Low-Frequency and Dense-Discretization Stable PMCHWT Equation for Dielectric and Conductive Media, file 24ef9dfe-1c48-4afc-a721-ad1d1dcf190f
|
4
|
|
Stabilized Single Current Inverse Source Formulations Based on Steklov-Poincaré Mappings, file 4cdb4932-0910-4cda-8953-a913d26ebbd2
|
4
|
|
On a Constrained Pseudoinverse for the Electromagnetic Inverse Source Problem, file 566f8197-ba8d-4a8b-8b71-e7720ed34609
|
4
|
|
Stabilized Single Current Inverse Source Formulations Based on Steklov-Poincaré Mappings, file 5718d601-224a-4e05-8fe6-ec35146a17c7
|
4
|
|
On the Effectiveness of Quasi-Helmholtz Projectors in Preconditioning Problems with Junctions, file d923d8f1-917c-4e88-8e6c-a4ca6c7d7a23
|
3
|
|
Calderón Preconditioners for the TD-EFIE discretized with Convolution Quadratures, file e18098bf-68a0-45bd-8bd9-94f9c0356e4b
|
3
|
|
A Regularized Electric Flux Volume Integral Equation for Brain Imaging, file 08cee5db-09e2-4798-b187-3e84ff7081d3
|
2
|
|
On a Calderón preconditioner for the symmetric formulation of the electroencephalography forward problem without barycentric refinements, file 10353df5-cabf-4ae8-b699-190d62b6ae68
|
2
|
|
Cone-Shaped Space Target Inertia Characteristics Identification by Deep Learning With Compressed Dataset, file 21085bd1-77b0-44de-8dd2-c314be8bddbf
|
2
|
|
Linear-in-Complexity Computational Strategies for Modeling and Dosimetry at TeraHertz, file 32b19496-99d9-417c-b2f9-d3d655ccb2f7
|
2
|
|
Efficient Multikernel Hierarchical Compression for Boundary Element Matrices, file 3f85fe92-82e2-4fb4-a738-e8724b7aace9
|
2
|
|
Linear-in-Complexity Computational Strategies for Modeling and Dosimetry at TeraHertz, file c221a09b-2636-4b56-a7b3-f6a8c2c5eae9
|
2
|
|
An Impedance Boundary Condition EFIE That Is Low-Frequency and Refinement Stable, file e384c42f-a6af-d4b2-e053-9f05fe0a1d67
|
2
|
|
A DC-Stable, Well-Balanced, Calderon Preconditioned Time Domain Electric Field Integral Equation, file e384c432-0a7c-d4b2-e053-9f05fe0a1d67
|
2
|
|
A mixed discretized surface-volume integral equation for solving EEG forward problems with inhomogeneous and anisotropic head models, file e384c432-2634-d4b2-e053-9f05fe0a1d67
|
2
|
|
Solving the low-frequency breakdown of the wire-EFIE without the search for global loops, file e384c432-2635-d4b2-e053-9f05fe0a1d67
|
2
|
|
Hierarchical basis preconditioners and their application to the PMWCHT integral equation, file e384c432-2636-d4b2-e053-9f05fe0a1d67
|
2
|
|
On the preconditioning of the symmetric formulation for the EEG forward problem by leveraging on calderon formulas, file e384c432-263a-d4b2-e053-9f05fe0a1d67
|
2
|
|
Present and future challenges in preconditioning integral equations for electromagnetics, file e384c432-263b-d4b2-e053-9f05fe0a1d67
|
2
|
|
On the handling of brain tissue anisotropy in the forward EEG problem with a conformingly discretized surface integral method, file e384c432-2997-d4b2-e053-9f05fe0a1d67
|
2
|
|
A Hybrid Volume-Surface-Wire Integral Equation for the Anisotropic Forward Problem in Electroencephalography, file e384c433-e073-d4b2-e053-9f05fe0a1d67
|
2
|
|
Electromagnetic modelling at arbitrarily low frequency via the quasi-Helmholtz projectors, file e384c434-b7ac-d4b2-e053-9f05fe0a1d67
|
2
|
|
A Low-Frequency Stable, Excitation Agnostic Discretization of the Right-Hand Side for the Electric Field Integral Equation on Multiply-Connected Geometries, file e63e721d-7374-4db9-8150-564b72548e61
|
2
|
|
On the Fast Direct Solution of a Preconditioned Electromagnetic Integral Equation, file 09798af8-6be5-4f7d-b502-a6be43909821
|
1
|
|
Calderón Preconditioners for the TD-EFIE discretized with Convolution Quadratures, file 33ddc799-d12e-470c-8c07-9ae0deb99fb3
|
1
|
|
On the Low-Frequency Behavior of Vector Potential Integral Equations for Perfect Electrically Conducting Scatterers, file 3cfec37f-0525-4eb1-be72-82b34edf251e
|
1
|
|
Laplacian Filtered Loop-Star Decompositions and Quasi-Helmholtz Filters: Definitions, Analysis, and Efficient Algorithms, file 5c2dd5e7-c954-4116-90c2-b343270d3598
|
1
|
|
An Excitation-Aware and Self-Adaptive Frequency Normalization for Low-Frequency Stabilized Electric Field Integral Equation Formulations, file 629c7dd0-154f-4d07-a3ab-8eb1b8cc6927
|
1
|
|
A Low-Frequency Stable, Excitation Agnostic Discretization of the Right-Hand Side for the Electric Field Integral Equation on Multiply-Connected Geometries, file 6bf9f9a4-baca-4edb-826f-ddf138f66c8e
|
1
|
|
Brain-Computer Interfaces: Investigating the Transition from Visually Evoked to Purely Imagined Steady-State Potentials, file 73910ea1-811c-49bc-9b89-8955d2e61efa
|
1
|
|
On a Low-Frequency and Contrast Stabilized Full-Wave Volume Integral Equation Solver for Lossy Media, file 762ff767-8c8b-48d3-ae79-7101ff197cb1
|
1
|
|
Low-Frequency-Stabilized Electric Field Integral Equation on Topologically Non-Trivial Geometries for Arbitrary Excitations, file bced3473-39d4-449e-9291-d56da3759e67
|
1
|
|
On a Low-Frequency and Contrast Stabilized Full-Wave Volume Integral Equation Solver for Lossy Media, file cdbc7d60-5e91-4526-86d4-a1c93d2f7871
|
1
|
|
Efficient Combination of Scalar-Potential Representations of Solenoidal Functions and Quasi-Helmholtz Projectors, file ce4c6eae-0614-47b0-9a61-9d1a33329603
|
1
|
|
On a Novel Multi-Kernel Hierarchical Compression Scheme of Boundary Element Matrices, file d0d7e6e9-846c-43ce-9940-cebc40c0f469
|
1
|
|
A Multiresolution Approach to the Electric Field Integral Equation in Antenna Problems, file e384c42d-f284-d4b2-e053-9f05fe0a1d67
|
1
|
|
Curl-conforming hierarchical vector bases for triangles and tetrahedra, file e384c42e-0e96-d4b2-e053-9f05fe0a1d67
|
1
|
|
A hierarchical preconditioner for the electric field integral equation on unstructured meshes based on primal and dual Haar bases, file e384c42f-9e30-d4b2-e053-9f05fe0a1d67
|
1
|
|
On the Hierarchical Preconditioning of the Combined Field Integral Equation, file e384c42f-9f17-d4b2-e053-9f05fe0a1d67
|
1
|
|
On the Hierarchical Preconditioning of the PMCHWT Integral Equation on Simply and Multiply Connected Geometries, file e384c42f-a106-d4b2-e053-9f05fe0a1d67
|
1
|
|
Two volume integral equations for the inhomogeneous and anisotropic forward problem in electroencephalography, file e384c433-2b49-d4b2-e053-9f05fe0a1d67
|
1
|
| Totale |
2.928 |
Archivio Istituzionale della Ricerca