PUBLICACIÓN

An efficient solution of the Generalized Multipole Technique (GMT) for large two-dimension scattering problems

ACCEDER A LA PUBLICACIÓN: Scopus

1999 IEEE Antennas and Propagation Society International Symposium: Wireless Technologies and Information Networks, APS 1999 - Held in conjunction with USNC/URSI National Radio Science Meeting

CITAS

0

DOI

10.1109/aps.1999.789218

EID

2-s2.0-85039997982

ISBN

078035639X,9780780356399

AUTORES DE LA UEX

Luis Landesa Porras

OTRAS PUBLICACIONES DE INTERÉS

Directivity Optimisation Of An Array Antenna With Obstacles Within Its Near Field Region
Extended Multi-Branch Basis Functions For Non-Conformal Problems
Dd-Mlfma-Slotfft Framework For The Electromagnetic Solution Of Mounted Finite Periodic Structures
Extended Multi-Branch Basis Functions For Non-Conformal Problems
Dd-Mlfma-Slotfft Framework For The Electromagnetic Solution Of Mounted Finite Periodic Structures
Origami Basis Functions For Modeling The Curvature Correction In H-Refinement Methods Via Method Of Moments
Dd-Mlfma-Slotfft Framework For The Electromagnetic Solution Of Mounted Finite Periodic Structures
Origami Basis Functions For Modeling The Curvature Correction In H-Refinement Methods Via Method Of Moments
Multi-Solver Electromagnetic Simulation Platform
Origami Basis Functions For Modeling The Curvature Correction In H-Refinement Methods Via Method Of Moments
Multi-Solver Electromagnetic Simulation Platform
Generic Multibranch Rao–wilton–glisson Basis Functions For Truly Non-Conformal Meshes In The Mom Solution Of Multi-Scale Objects
Multi-Solver Electromagnetic Simulation Platform
Generic Multibranch Rao–wilton–glisson Basis Functions For Truly Non-Conformal Meshes In The Mom Solution Of Multi-Scale Objects
On The Domain Decomposition Method Preconditioning Of Surface Integral Equation Formulations Solved By Gmres
Generic Multibranch Rao–wilton–glisson Basis Functions For Truly Non-Conformal Meshes In The Mom Solution Of Multi-Scale Objects
On The Domain Decomposition Method Preconditioning Of Surface Integral Equation Formulations Solved By Gmres
Tear And Interconnect Ddm With Efficient Multibranch-Multiresolution Preconditioner For The Simulation Of Highly Complex Realistic Problems
On The Domain Decomposition Method Preconditioning Of Surface Integral Equation Formulations Solved By Gmres
Tear And Interconnect Ddm With Efficient Multibranch-Multiresolution Preconditioner For The Simulation Of Highly Complex Realistic Problems
Mlfma-Slotfft For The Electromagnetic Solution Of Densely Packed Finite Periodic Structures
Tear And Interconnect Ddm With Efficient Multibranch-Multiresolution Preconditioner For The Simulation Of Highly Complex Realistic Problems
Mlfma-Slotfft For The Electromagnetic Solution Of Densely Packed Finite Periodic Structures
Discontinuous Galerkin Formulation For Modelling Multiple Material And Multiple Conductor Junctions
Mlfma-Slotfft For The Electromagnetic Solution Of Densely Packed Finite Periodic Structures
Discontinuous Galerkin Formulation For Modelling Multiple Material And Multiple Conductor Junctions
Discontinuous Galerkin Integral Equation Method For Light Scattering From Complex Nanoparticle Assemblies
Discontinuous Galerkin Formulation For Modelling Multiple Material And Multiple Conductor Junctions
Discontinuous Galerkin Integral Equation Method For Light Scattering From Complex Nanoparticle Assemblies
Discontinuous Galerkin Integral Equation Approach For Electromagnetic Modeling Of Realistic And Complex Radiating Systems
Discontinuous Galerkin Integral Equation Method For Light Scattering From Complex Nanoparticle Assemblies
Discontinuous Galerkin Integral Equation Approach For Electromagnetic Modeling Of Realistic And Complex Radiating Systems
Evaluación De Los Estudiantes De Teleco De Actividades De Aprendizaje-Servicio Que Fomentan El Desarrollo Sostenible
Discontinuous Galerkin Integral Equation Approach For Electromagnetic Modeling Of Realistic And Complex Radiating Systems
Evaluación De Los Estudiantes De Teleco De Actividades De Aprendizaje-Servicio Que Fomentan El Desarrollo Sostenible
Maintenance Of A System Subject To Multiple Degradation Processes With Cox Arrivals
Evaluación De Los Estudiantes De Teleco De Actividades De Aprendizaje-Servicio Que Fomentan El Desarrollo Sostenible
Maintenance Of A System Subject To Multiple Degradation Processes With Cox Arrivals
A Discontinuous Galerkin Combined Field Integral Equation Formulation For Electromagnetic Modeling Of Piecewise Homogeneous Objects Of Arbitrary Shape
Maintenance Of A System Subject To Multiple Degradation Processes With Cox Arrivals
A Discontinuous Galerkin Combined Field Integral Equation Formulation For Electromagnetic Modeling Of Piecewise Homogeneous Objects Of Arbitrary Shape
Condition-Based Maintenance For A System Subject To Multiple Degradation Processes With Stochastic Arrival Intensity
A Discontinuous Galerkin Combined Field Integral Equation Formulation For Electromagnetic Modeling Of Piecewise Homogeneous Objects Of Arbitrary Shape
Condition-Based Maintenance For A System Subject To Multiple Degradation Processes With Stochastic Arrival Intensity
Maintenance Cost Assessment For Heterogeneous Multi-Component Systems Incorporating Perfect Inspections And Waiting Time To Maintenance
Condition-Based Maintenance For A System Subject To Multiple Degradation Processes With Stochastic Arrival Intensity
Maintenance Cost Assessment For Heterogeneous Multi-Component Systems Incorporating Perfect Inspections And Waiting Time To Maintenance
Distributed Hybrid Mpi/openmp Ie-Ddm For Electromagnetic Modeling Of Large Platforms
Maintenance Cost Assessment For Heterogeneous Multi-Component Systems Incorporating Perfect Inspections And Waiting Time To Maintenance
Distributed Hybrid Mpi/openmp Ie-Ddm For Electromagnetic Modeling Of Large Platforms
Dg-Jmcfie Formulation For The Simulation Of Composite Objects
Distributed Hybrid Mpi/openmp Ie-Ddm For Electromagnetic Modeling Of Large Platforms
Dg-Jmcfie Formulation For The Simulation Of Composite Objects
New Trends In Acceleration And Parallelization Techniques
Dg-Jmcfie Formulation For The Simulation Of Composite Objects
New Trends In Acceleration And Parallelization Techniques
Erratum: Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects' (Ieee Access (2020) 8 (107345-107352) Doi: 10.1109/access.2020.3000650)
New Trends In Acceleration And Parallelization Techniques
Erratum: Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects' (Ieee Access (2020) 8 (107345-107352) Doi: 10.1109/access.2020.3000650)
Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects
Erratum: Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects' (Ieee Access (2020) 8 (107345-107352) Doi: 10.1109/access.2020.3000650)
Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects
New Trends In Acceleration And Parallelization Techniques
Tear-And-Interconnect Domain Decomposition Scheme For Solving Multiscale Composite Penetrable Objects
New Trends In Acceleration And Parallelization Techniques
Fast Maxwell's Simulation Of New Real-World Problems At The Nanoscale
New Trends In Acceleration And Parallelization Techniques
Fast Maxwell's Simulation Of New Real-World Problems At The Nanoscale
Solving Realistic Multiscale And Composite Problems Using An Integral Equation Domain Decomposition Approach
Fast Maxwell's Simulation Of New Real-World Problems At The Nanoscale
Solving Realistic Multiscale And Composite Problems Using An Integral Equation Domain Decomposition Approach
Acceleration Of Finite Periodic Structures Analysis Through Matrix Compression Techniques
Solving Realistic Multiscale And Composite Problems Using An Integral Equation Domain Decomposition Approach
Acceleration Of Finite Periodic Structures Analysis Through Matrix Compression Techniques
Fast Solution Of Electromagnetic Scattering Problems Using Xeon Phi Coprocessors
Acceleration Of Finite Periodic Structures Analysis Through Matrix Compression Techniques
Fast Solution Of Electromagnetic Scattering Problems Using Xeon Phi Coprocessors
A Dependent Complex Degrading System With Non-Periodic Inspection Times
Fast Solution Of Electromagnetic Scattering Problems Using Xeon Phi Coprocessors
A Dependent Complex Degrading System With Non-Periodic Inspection Times
Modeling The Energy Harvested By An Rf Energy Harvesting System Using Gamma Processes
A Dependent Complex Degrading System With Non-Periodic Inspection Times
Modeling The Energy Harvested By An Rf Energy Harvesting System Using Gamma Processes
Electromagnetic Analysis Of Finite Arrays With Aperiodical Element-Wise Materials
Modeling The Energy Harvested By An Rf Energy Harvesting System Using Gamma Processes
Electromagnetic Analysis Of Finite Arrays With Aperiodical Element-Wise Materials
Acceleration Of Finite Periodic Structures Analysis Through Full-Domain Basis For Matrix Compression
Electromagnetic Analysis Of Finite Arrays With Aperiodical Element-Wise Materials
Acceleration Of Finite Periodic Structures Analysis Through Full-Domain Basis For Matrix Compression
Multilayer Homogeneous Dielectric Filler For Electromagnetic Invisibility
Acceleration Of Finite Periodic Structures Analysis Through Full-Domain Basis For Matrix Compression
Multilayer Homogeneous Dielectric Filler For Electromagnetic Invisibility
Surface Integral Equation-Domain Decomposition Scheme For Solving Multi-Scale Radiation And Scattering Problems
Multilayer Homogeneous Dielectric Filler For Electromagnetic Invisibility
Surface Integral Equation-Domain Decomposition Scheme For Solving Multi-Scale Radiation And Scattering Problems
Slotfft Techniques For Fast Computation Of Large And Periodic Electromagnetics Problems
Surface Integral Equation-Domain Decomposition Scheme For Solving Multi-Scale Radiation And Scattering Problems
Slotfft Techniques For Fast Computation Of Large And Periodic Electromagnetics Problems
Fast And Accurate Electromagnetic Solutions Of Finite Periodic Optical Structures
Slotfft Techniques For Fast Computation Of Large And Periodic Electromagnetics Problems
Fast And Accurate Electromagnetic Solutions Of Finite Periodic Optical Structures
Successes And Frustrations In The Solution Of Large Electromagnetic Problems In Supercomputers
Fast And Accurate Electromagnetic Solutions Of Finite Periodic Optical Structures
Successes And Frustrations In The Solution Of Large Electromagnetic Problems In Supercomputers
Distributed Macrobasis Decomposition For The Electromagnetic Solution Of Large Periodic Structures
Successes And Frustrations In The Solution Of Large Electromagnetic Problems In Supercomputers
Distributed Macrobasis Decomposition For The Electromagnetic Solution Of Large Periodic Structures
Impact Of The Evaluation Precision Of The Reaction Integrals Of The Method Of Moments On The Solution Of Plasmonic Problems Near The Quasi-Static Regime
Distributed Macrobasis Decomposition For The Electromagnetic Solution Of Large Periodic Structures
Impact Of The Evaluation Precision Of The Reaction Integrals Of The Method Of Moments On The Solution Of Plasmonic Problems Near The Quasi-Static Regime
Mlfma-Mom For Solving The Scattering Of Densely Packed Plasmonic Nanoparticle Assemblies
Impact Of The Evaluation Precision Of The Reaction Integrals Of The Method Of Moments On The Solution Of Plasmonic Problems Near The Quasi-Static Regime
Mlfma-Mom For Solving The Scattering Of Densely Packed Plasmonic Nanoparticle Assemblies
Squeezing Maxwell’s Equations Into The Nanoscale
Mlfma-Mom For Solving The Scattering Of Densely Packed Plasmonic Nanoparticle Assemblies
Squeezing Maxwell’s Equations Into The Nanoscale
Boundary Element Method For The Electromagnetic Analysis Of Metamaterials
Squeezing Maxwell’s Equations Into The Nanoscale
Boundary Element Method For The Electromagnetic Analysis Of Metamaterials
Boundary Element Methods For The Scattering Retrieval Of Metamaterials
Boundary Element Method For The Electromagnetic Analysis Of Metamaterials
Boundary Element Methods For The Scattering Retrieval Of Metamaterials
Coupling Of Plasmonic Gap Waveguides With Directive Antennas
Boundary Element Methods For The Scattering Retrieval Of Metamaterials
Coupling Of Plasmonic Gap Waveguides With Directive Antennas
Further On The True Polarization Diversity For Mimo Systems And Channel Capacity Enhancement
Coupling Of Plasmonic Gap Waveguides With Directive Antennas
Further On The True Polarization Diversity For Mimo Systems And Channel Capacity Enhancement
Surface Integral Equation Methods In Nanophotonics
Further On The True Polarization Diversity For Mimo Systems And Channel Capacity Enhancement
Surface Integral Equation Methods In Nanophotonics
Steady Improvement Of Conditioning And Convergence Of Surface Integral Equations For Arbitrary Penetrable Bodies
Surface Integral Equation Methods In Nanophotonics
Steady Improvement Of Conditioning And Convergence Of Surface Integral Equations For Arbitrary Penetrable Bodies
Fast Surface Integral Equation Methods For Electromagnetic Solution Of Large-Scale Conductors, Metamaterials And Optical Nano-Antennas
Steady Improvement Of Conditioning And Convergence Of Surface Integral Equations For Arbitrary Penetrable Bodies
Fast Surface Integral Equation Methods For Electromagnetic Solution Of Large-Scale Conductors, Metamaterials And Optical Nano-Antennas
On The Design Of Nanoantennas With Surface Integral Equations
Fast Surface Integral Equation Methods For Electromagnetic Solution Of Large-Scale Conductors, Metamaterials And Optical Nano-Antennas
On The Design Of Nanoantennas With Surface Integral Equations
Looking In Complex Angles For Improving The Accuracy Of Antenna Array Doa Estimation
On The Design Of Nanoantennas With Surface Integral Equations
Looking In Complex Angles For Improving The Accuracy Of Antenna Array Doa Estimation
Fast Surface Integral Equation Methods For The Optimization Of Nanoantennas
Looking In Complex Angles For Improving The Accuracy Of Antenna Array Doa Estimation
Fast Surface Integral Equation Methods For The Optimization Of Nanoantennas
Novel Surface Integral Equation Formulation For Penetrable Bodies
Fast Surface Integral Equation Methods For The Optimization Of Nanoantennas
Novel Surface Integral Equation Formulation For Penetrable Bodies
Preconditioning The Surface Integral Equation Formulations For The Fast Solution Of Penetrable Bodies Composed Of Arbitrary Materials
Novel Surface Integral Equation Formulation For Penetrable Bodies
Preconditioning The Surface Integral Equation Formulations For The Fast Solution Of Penetrable Bodies Composed Of Arbitrary Materials
Directive Nanoantennas For Optical Wireless Links
Preconditioning The Surface Integral Equation Formulations For The Fast Solution Of Penetrable Bodies Composed Of Arbitrary Materials
Directive Nanoantennas For Optical Wireless Links
Optimization Of An Optical Wireless Nanolink Using Directive Nanoantennas
Directive Nanoantennas For Optical Wireless Links
Optimization Of An Optical Wireless Nanolink Using Directive Nanoantennas
Mlfma-Fft Parallel Algorithm For The Solution Of Extremely Large Problems In Electromagnetics
Optimization Of An Optical Wireless Nanolink Using Directive Nanoantennas
Mlfma-Fft Parallel Algorithm For The Solution Of Extremely Large Problems In Electromagnetics
Surface Integral Equation Solvers For Large-Scale Conductors, Metamaterials And Plasmonic Nanostructures
Mlfma-Fft Parallel Algorithm For The Solution Of Extremely Large Problems In Electromagnetics
Surface Integral Equation Solvers For Large-Scale Conductors, Metamaterials And Plasmonic Nanostructures
Estimating Correlation Functions For Dipoles In Correlated Rician-Fading Scenarios
Surface Integral Equation Solvers For Large-Scale Conductors, Metamaterials And Plasmonic Nanostructures
Estimating Correlation Functions For Dipoles In Correlated Rician-Fading Scenarios
Deepening True Polarization Diversity For Mimo System
Estimating Correlation Functions For Dipoles In Correlated Rician-Fading Scenarios
Deepening True Polarization Diversity For Mimo System
Evaluation Of True Polarization Diversity In Rician-Fading Environments
Deepening True Polarization Diversity For Mimo System
Evaluation Of True Polarization Diversity In Rician-Fading Environments
Electromagnetic Analysis Of Metamaterials And Plasmonic Nanostructures With The Method Of Moments
Evaluation Of True Polarization Diversity In Rician-Fading Environments
Electromagnetic Analysis Of Metamaterials And Plasmonic Nanostructures With The Method Of Moments
Fast Surface Integral Equation Formulations For Large-Scale Conductors, Metamaterials, And Plasmonic Problems
Electromagnetic Analysis Of Metamaterials And Plasmonic Nanostructures With The Method Of Moments
Fast Surface Integral Equation Formulations For Large-Scale Conductors, Metamaterials, And Plasmonic Problems
Design Of Optical Nanoantennas With The Surface Integral Equation Method Of Moments
Fast Surface Integral Equation Formulations For Large-Scale Conductors, Metamaterials, And Plasmonic Problems
Design Of Optical Nanoantennas With The Surface Integral Equation Method Of Moments
Optimization Of Invisibility Cloaks By Surface Integral Equation Method
Design Of Optical Nanoantennas With The Surface Integral Equation Method Of Moments
Optimization Of Invisibility Cloaks By Surface Integral Equation Method
Improving Condition Number And Convergence Of The Surface Integral-Equation Method Of Moments For Penetrable Bodies
Optimization Of Invisibility Cloaks By Surface Integral Equation Method
Improving Condition Number And Convergence Of The Surface Integral-Equation Method Of Moments For Penetrable Bodies
Design Of Broadband Nano-Optical Antennas With The Surface Method Of Moments
Improving Condition Number And Convergence Of The Surface Integral-Equation Method Of Moments For Penetrable Bodies
Design Of Broadband Nano-Optical Antennas With The Surface Method Of Moments
Large-Scale Plasmonic Problems Solved With The Multilevel Fast Multipole Algorithm
Design Of Broadband Nano-Optical Antennas With The Surface Method Of Moments
Large-Scale Plasmonic Problems Solved With The Multilevel Fast Multipole Algorithm
Comparative Of Surface Integral Equation Formulations When Applied To Plasmonic Problems
Large-Scale Plasmonic Problems Solved With The Multilevel Fast Multipole Algorithm
Comparative Of Surface Integral Equation Formulations When Applied To Plasmonic Problems
Comparison Of Surface Integral Equation Formulations For Electromagnetic Analysis Of Plasmonic Nanoscatterers
Comparative Of Surface Integral Equation Formulations When Applied To Plasmonic Problems
Comparison Of Surface Integral Equation Formulations For Electromagnetic Analysis Of Plasmonic Nanoscatterers
Supercomputer Solutions Of Extremely Large Problems In Electromagnetics: From Ten Million To One Billion Unknowns
Comparison Of Surface Integral Equation Formulations For Electromagnetic Analysis Of Plasmonic Nanoscatterers
Supercomputer Solutions Of Extremely Large Problems In Electromagnetics: From Ten Million To One Billion Unknowns
Method Of Moments Formulation For The Analysis And Design Of Plasmonic Nano-Optical Antennas Of Arbitrary Shape
Supercomputer Solutions Of Extremely Large Problems In Electromagnetics: From Ten Million To One Billion Unknowns
Method Of Moments Formulation For The Analysis And Design Of Plasmonic Nano-Optical Antennas Of Arbitrary Shape
Comparative Study Of The Integral Equation Formulations When Analyzing Left-Handed Materials
Method Of Moments Formulation For The Analysis And Design Of Plasmonic Nano-Optical Antennas Of Arbitrary Shape
Comparative Study Of The Integral Equation Formulations When Analyzing Left-Handed Materials
Computational Electromagnetic Solutions For Large-Scale Conductors, Left-Handed Metamaterials And Plasmonic Nanostructures
Comparative Study Of The Integral Equation Formulations When Analyzing Left-Handed Materials
Computational Electromagnetic Solutions For Large-Scale Conductors, Left-Handed Metamaterials And Plasmonic Nanostructures
Method-Of-Moments Formulation For The Analysis Of Plasmonic Nano-Optical Antennas
Computational Electromagnetic Solutions For Large-Scale Conductors, Left-Handed Metamaterials And Plasmonic Nanostructures
Method-Of-Moments Formulation For The Analysis Of Plasmonic Nano-Optical Antennas
Extended Near Field Preconditioner For The Analysis Of Large Problems Using The Nested-Fmm-Fft Algorithm
Method-Of-Moments Formulation For The Analysis Of Plasmonic Nano-Optical Antennas
Extended Near Field Preconditioner For The Analysis Of Large Problems Using The Nested-Fmm-Fft Algorithm
Surface Integral Equation Formulation For The Analysis Of Left-Handed Metamaterials
Extended Near Field Preconditioner For The Analysis Of Large Problems Using The Nested-Fmm-Fft Algorithm
Surface Integral Equation Formulation For The Analysis Of Left-Handed Metamaterials
Mlfma-Fft Algorithm For The Solution Of Challenging Problems In Electromagnetics
Surface Integral Equation Formulation For The Analysis Of Left-Handed Metamaterials
Mlfma-Fft Algorithm For The Solution Of Challenging Problems In Electromagnetics
Integral Equation Formulations For The Analysis Of Left-Handed Metamaterials
Mlfma-Fft Algorithm For The Solution Of Challenging Problems In Electromagnetics
Integral Equation Formulations For The Analysis Of Left-Handed Metamaterials
Mlfma-Fft Parallel Algorithm For The Solution Of Large-Scale Problems In Electromagnetics (Invited Paper)
Integral Equation Formulations For The Analysis Of Left-Handed Metamaterials
Mlfma-Fft Parallel Algorithm For The Solution Of Large-Scale Problems In Electromagnetics (Invited Paper)
Supercomputer Aware Approach For The Solution Of Challenging Electromagnetic Problems
Mlfma-Fft Parallel Algorithm For The Solution Of Large-Scale Problems In Electromagnetics (Invited Paper)
Supercomputer Aware Approach For The Solution Of Challenging Electromagnetic Problems
Supercomputing Challenges In Electromagnetics
Supercomputer Aware Approach For The Solution Of Challenging Electromagnetic Problems
Supercomputing Challenges In Electromagnetics
Near Field Preconditioner For The Fast Multipole Method
Supercomputing Challenges In Electromagnetics
Near Field Preconditioner For The Fast Multipole Method
High Scalability Fmm-Fft Electromagnetic Solver For Supercomputer Systems
Near Field Preconditioner For The Fast Multipole Method
High Scalability Fmm-Fft Electromagnetic Solver For Supercomputer Systems
Power Decomposition Method For Compression Of The Electric-Field Integral Equation
High Scalability Fmm-Fft Electromagnetic Solver For Supercomputer Systems
Power Decomposition Method For Compression Of The Electric-Field Integral Equation
High Scalability Multipole Method. Solving Half Billion Of Unknowns
Power Decomposition Method For Compression Of The Electric-Field Integral Equation
High Scalability Multipole Method. Solving Half Billion Of Unknowns
Analysis Of 0.5 Billion Unknowns Using A Parallel Fmm-Fft Solver
High Scalability Multipole Method. Solving Half Billion Of Unknowns
Analysis Of 0.5 Billion Unknowns Using A Parallel Fmm-Fft Solver
Geometrically Based Preconditioner For The Fast Multipole Method Using Rooftop Basis Functions And Galerkin Testing Procedure
Analysis Of 0.5 Billion Unknowns Using A Parallel Fmm-Fft Solver
Geometrically Based Preconditioner For The Fast Multipole Method Using Rooftop Basis Functions And Galerkin Testing Procedure
Parallel Fmm-Fft Solver For The Analysis Of Hundreds Of Millions Of Unknowns
Geometrically Based Preconditioner For The Fast Multipole Method Using Rooftop Basis Functions And Galerkin Testing Procedure
Parallel Fmm-Fft Solver For The Analysis Of Hundreds Of Millions Of Unknowns
Geometry Based Preconditioner For Radiation Problems Involving Wire And Surface Basis Functions
Parallel Fmm-Fft Solver For The Analysis Of Hundreds Of Millions Of Unknowns
Geometry Based Preconditioner For Radiation Problems Involving Wire And Surface Basis Functions
Solution Of Very Large Integral-Equation Problems With Single-Level Fmm
Geometry Based Preconditioner For Radiation Problems Involving Wire And Surface Basis Functions
Solution Of Very Large Integral-Equation Problems With Single-Level Fmm
High Scalability Multipole Method For The Analysis Of Hundreds Of Millions Of Unknowns
Solution Of Very Large Integral-Equation Problems With Single-Level Fmm
High Scalability Multipole Method For The Analysis Of Hundreds Of Millions Of Unknowns
Geometrically Based Preconditioner For The Fast Multipole Method
High Scalability Multipole Method For The Analysis Of Hundreds Of Millions Of Unknowns
Geometrically Based Preconditioner For The Fast Multipole Method
On The Use Of The Singular Value Decomposition In The Fast Multipole Method
Geometrically Based Preconditioner For The Fast Multipole Method
On The Use Of The Singular Value Decomposition In The Fast Multipole Method
The Synthesis Of Complex-Angle Zeros For On-Board Antenna Arrays
On The Use Of The Singular Value Decomposition In The Fast Multipole Method
The Synthesis Of Complex-Angle Zeros For On-Board Antenna Arrays
Bias Of The Maximum Likelihood Doa Estimation From Inaccurate Knowledge Of The Antenna Array Response
The Synthesis Of Complex-Angle Zeros For On-Board Antenna Arrays
Bias Of The Maximum Likelihood Doa Estimation From Inaccurate Knowledge Of The Antenna Array Response
High Scalability Codes For The Fast Multipole Method
Bias Of The Maximum Likelihood Doa Estimation From Inaccurate Knowledge Of The Antenna Array Response
High Scalability Codes For The Fast Multipole Method
Compression Of The Fast Multipole Method Using The Singular Value Decomposition
High Scalability Codes For The Fast Multipole Method
Compression Of The Fast Multipole Method Using The Singular Value Decomposition
Efficient Asymptotic-Phase Modeling Of The Induced Currents In The Fast Multipole Method
Compression Of The Fast Multipole Method Using The Singular Value Decomposition
Efficient Asymptotic-Phase Modeling Of The Induced Currents In The Fast Multipole Method
Incorporation Of Linear-Phase Progression In Rwg Basis Functions
Efficient Asymptotic-Phase Modeling Of The Induced Currents In The Fast Multipole Method
Incorporation Of Linear-Phase Progression In Rwg Basis Functions
Estimación De Direcciones De Llegada En Agrupaciones De Antenas Embarcadas
Incorporation Of Linear-Phase Progression In Rwg Basis Functions
Estimación De Direcciones De Llegada En Agrupaciones De Antenas Embarcadas
Synthesis Of Array Antennas Onboard Complex Platforms Considering Coupling Effects By Means Of A Hybrid Mm-Po Technique
Estimación De Direcciones De Llegada En Agrupaciones De Antenas Embarcadas
Synthesis Of Array Antennas Onboard Complex Platforms Considering Coupling Effects By Means Of A Hybrid Mm-Po Technique
The Cramer-Rao Bound For The Estimation Of Angles Of Arrival In On-Board Array Antennas
Synthesis Of Array Antennas Onboard Complex Platforms Considering Coupling Effects By Means Of A Hybrid Mm-Po Technique
The Cramer-Rao Bound For The Estimation Of Angles Of Arrival In On-Board Array Antennas
Including Near-Field Constraints For The Synthesis Of Onboard Array Antennas
The Cramer-Rao Bound For The Estimation Of Angles Of Arrival In On-Board Array Antennas
Including Near-Field Constraints For The Synthesis Of Onboard Array Antennas
A Method-Of-Moments-Based Algorithm To Synthesize A Conformal Onboard Array Antenna
Including Near-Field Constraints For The Synthesis Of Onboard Array Antennas
A Method-Of-Moments-Based Algorithm To Synthesize A Conformal Onboard Array Antenna
Synthesis Of Onboard Array Antennas Including Interaction With The Mounting Platform And Mutual Coupling Effects
A Method-Of-Moments-Based Algorithm To Synthesize A Conformal Onboard Array Antenna
Synthesis Of Onboard Array Antennas Including Interaction With The Mounting Platform And Mutual Coupling Effects
Localized Iterative Generalized Multipole Technique For Large Two-Dimensional Scattering Problems
Synthesis Of Onboard Array Antennas Including Interaction With The Mounting Platform And Mutual Coupling Effects
Localized Iterative Generalized Multipole Technique For Large Two-Dimensional Scattering Problems
Maximizing Directivity Of Array Antennas Mounted Over Complex Environments With Near-Field Null Constraints
Localized Iterative Generalized Multipole Technique For Large Two-Dimensional Scattering Problems
Maximizing Directivity Of Array Antennas Mounted Over Complex Environments With Near-Field Null Constraints
Synthesis Of An Array Antenna For Hyperthermia Applications
Maximizing Directivity Of Array Antennas Mounted Over Complex Environments With Near-Field Null Constraints
Synthesis Of An Array Antenna For Hyperthermia Applications
Application Of The Fast Multipole Method To The Generalized Forward-Backward Iterative Algorithm
Synthesis Of An Array Antenna For Hyperthermia Applications
Application Of The Fast Multipole Method To The Generalized Forward-Backward Iterative Algorithm
Analyzing Scattering From Targets Placed On Ocean-Like Rough Surfaces Combining Fmm With The Gfb Method
Application Of The Fast Multipole Method To The Generalized Forward-Backward Iterative Algorithm
Analyzing Scattering From Targets Placed On Ocean-Like Rough Surfaces Combining Fmm With The Gfb Method
Efficient Solution Based On The Forward-Backward Method To Analyze The Scattering From Electrically Large Targets Placed On Oceanic Rough Surfaces
Analyzing Scattering From Targets Placed On Ocean-Like Rough Surfaces Combining Fmm With The Gfb Method
Efficient Solution Based On The Forward-Backward Method To Analyze The Scattering From Electrically Large Targets Placed On Oceanic Rough Surfaces
Design Of On-Board Array Antennas By Pattern Optimization
Efficient Solution Based On The Forward-Backward Method To Analyze The Scattering From Electrically Large Targets Placed On Oceanic Rough Surfaces
Design Of On-Board Array Antennas By Pattern Optimization
Automatic Wire-Grid Generation For Electromagnetic Analysis Of Arbitrary-Shaped Conducting Bodies By Nec
Design Of On-Board Array Antennas By Pattern Optimization
Automatic Wire-Grid Generation For Electromagnetic Analysis Of Arbitrary-Shaped Conducting Bodies By Nec
Practical Improvement Of Array Antennas In The Presence Of Environmental Objects Using Genetic Algorithms
Automatic Wire-Grid Generation For Electromagnetic Analysis Of Arbitrary-Shaped Conducting Bodies By Nec
Practical Improvement Of Array Antennas In The Presence Of Environmental Objects Using Genetic Algorithms
The Generalized Forward-Backward Metod For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
Practical Improvement Of Array Antennas In The Presence Of Environmental Objects Using Genetic Algorithms
The Generalized Forward-Backward Metod For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
An Efficient Solution Of The Generalized Multipole Technique (Gmt) For Large Two-Dimension Scattering Problems
The Generalized Forward-Backward Metod For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
An Efficient Solution Of The Generalized Multipole Technique (Gmt) For Large Two-Dimension Scattering Problems
The Generalized Forward-Backward Method For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
An Efficient Solution Of The Generalized Multipole Technique (Gmt) For Large Two-Dimension Scattering Problems
The Generalized Forward-Backward Method For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
Synthesis Of Linear Aperture Antennas Using Wavelets As Basis Functions
The Generalized Forward-Backward Method For Analyzing The Scattering From Targets On Ocean-Like Rough Surfaces
Synthesis Of Linear Aperture Antennas Using Wavelets As Basis Functions
Pattern Synthesis Of Array Antennas With Arbitrary Elements By Simulated Annealing And Adaptive Array Theory
Synthesis Of Linear Aperture Antennas Using Wavelets As Basis Functions
Pattern Synthesis Of Array Antennas With Arbitrary Elements By Simulated Annealing And Adaptive Array Theory
Far-Field Decoupled Basis For The Method Of Moments-2d Case – Abstract
Pattern Synthesis Of Array Antennas With Arbitrary Elements By Simulated Annealing And Adaptive Array Theory
Far-Field Decoupled Basis For The Method Of Moments-2d Case – Abstract
High-Frequency Approximation For Cone-Tip Backscattering At Arbitrary Aspects From Bodies Of Revolution
Far-Field Decoupled Basis For The Method Of Moments-2d Case – Abstract
High-Frequency Approximation For Cone-Tip Backscattering At Arbitrary Aspects From Bodies Of Revolution
Pattern Synthesis Of Array Antennas In Presence Of Dielectric Bodies
High-Frequency Approximation For Cone-Tip Backscattering At Arbitrary Aspects From Bodies Of Revolution
Pattern Synthesis Of Array Antennas In Presence Of Dielectric Bodies
Fast Two-Dimensional Reconstruction Of Impenetrable Objects Using Multipolar Equivalent Sources
Pattern Synthesis Of Array Antennas In Presence Of Dielectric Bodies
Fast Two-Dimensional Reconstruction Of Impenetrable Objects Using Multipolar Equivalent Sources
Design Of A Microwave Array Hyperthermia Applicator With A Semicircular Reflector
Fast Two-Dimensional Reconstruction Of Impenetrable Objects Using Multipolar Equivalent Sources
Design Of A Microwave Array Hyperthermia Applicator With A Semicircular Reflector
Directive Beam Expansions For The Generalized Multipole Technique
Design Of A Microwave Array Hyperthermia Applicator With A Semicircular Reflector
Directive Beam Expansions For The Generalized Multipole Technique
Pattern Synthesis Of Array Antennas With Additional Isolation Of Near Field Arbitrary Objects
Directive Beam Expansions For The Generalized Multipole Technique
Pattern Synthesis Of Array Antennas With Additional Isolation Of Near Field Arbitrary Objects
Inverse Scattering Of Impenetrable Objects Using The Generalized Multipole Technique
Pattern Synthesis Of Array Antennas With Additional Isolation Of Near Field Arbitrary Objects
Inverse Scattering Of Impenetrable Objects Using The Generalized Multipole Technique
A Regularized Solution For The Generalized Multipole Technique
Inverse Scattering Of Impenetrable Objects Using The Generalized Multipole Technique
A Regularized Solution For The Generalized Multipole Technique
Reflector Conformado Doble Para Exploración Alimentado Con Un Array
A Regularized Solution For The Generalized Multipole Technique
Reflector Conformado Doble Para Exploración Alimentado Con Un Array
Stable Solution Of The Gmt-Mom Method By Tikhonov Regularization
Reflector Conformado Doble Para Exploración Alimentado Con Un Array
Stable Solution Of The Gmt-Mom Method By Tikhonov Regularization
Síntesis De Arrays De Antenas En Presencia De Dispersores
Stable Solution Of The Gmt-Mom Method By Tikhonov Regularization
Síntesis De Arrays De Antenas En Presencia De Dispersores
Síntesis De Diagramas De Radiación En Arrays Lineales Con Elementos Radiantes Arbitrarios
Síntesis De Arrays De Antenas En Presencia De Dispersores
Síntesis De Diagramas De Radiación En Arrays Lineales Con Elementos Radiantes Arbitrarios
Mejora De Las Características De Exploración De Reflectores Parabólicos Alimentados Mediante Arrays Conformados
Síntesis De Diagramas De Radiación En Arrays Lineales Con Elementos Radiantes Arbitrarios
Mejora De Las Características De Exploración De Reflectores Parabólicos Alimentados Mediante Arrays Conformados
Algoritmo Constructivo De Wavelets Para La Síntesis De Antenas De Apertura
Mejora De Las Características De Exploración De Reflectores Parabólicos Alimentados Mediante Arrays Conformados
Algoritmo Constructivo De Wavelets Para La Síntesis De Antenas De Apertura
An Iterative Algorithm To Extend The Applicability Of The Hybrid Gmt-Mom Method To Composite Scattering Problems
Algoritmo Constructivo De Wavelets Para La Síntesis De Antenas De Apertura
An Iterative Algorithm To Extend The Applicability Of The Hybrid Gmt-Mom Method To Composite Scattering Problems
Pattern Synthesis Of Array Antennas In Presence Of Conducting Bodies Of Arbitrary Shape
An Iterative Algorithm To Extend The Applicability Of The Hybrid Gmt-Mom Method To Composite Scattering Problems
Pattern Synthesis Of Array Antennas In Presence Of Conducting Bodies Of Arbitrary Shape
Directivity Optimisation Of An Array Antenna With Obstacles Within Its Near Field Region
Pattern Synthesis Of Array Antennas In Presence Of Conducting Bodies Of Arbitrary Shape
Directivity Optimisation Of An Array Antenna With Obstacles Within Its Near Field Region
Extended Multi-Branch Basis Functions For Non-Conformal Problems
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