Mathematics
Fast multipole Method
Evaluation
Two Dimensions
Integral Equations
Integral Equation Method
Free Space
Discretization
Electromagnetic Scattering
Fast Algorithm
Three-dimension
Layer Potentials
Green's function
kernel
Higher Order
Scattering
Fast Solvers
Maxwell's equations
Performance
Scattering Problems
Quadrature
Stokes Flow
Grid
Wave equation
Formulation
Integral Representation
Non-reflecting Boundary Conditions
Scalar
Convolution
Costs
Low Frequency
Interaction
High Order Accuracy
Adaptive Method
Electrostatic Field
Quadtree
Acoustic Scattering
Numerical Solution
Time Domain
Laplace's equation
Numerical Examples
Fast Fourier transform
Heat Kernel
Boundary Integral Equations
Gauss Transform
Heat
Partial differential equation
Electrostatics
Half-space
Method of Images
Harmonic
Engineering & Materials Science
Integral equations
Scattering
Green's function
Maxwell equations
Boundary conditions
Convolution
Wave equations
Boundary integral equations
Partial differential equations
Helmholtz equation
Boundary value problems
Electric fields
Fast Fourier transforms
Laplace equation
Geometry
Costs
Linear systems
Physics
Electrostatics
Hot Temperature
Numerical methods
Magnetic fields
Elasticity
Fourier transforms
Acoustics
Poisson equation
Derivatives
Composite materials
Coulomb interactions
Fluid dynamics
Adaptive algorithms
Particle interactions
Plasmas
Hankel functions
Permittivity
Navier Stokes equations
Data structures
Decomposition
Program processors
Mathematical operators
Vorticity
Incompressible flow
Iterative methods
Dispersions
Physics & Astronomy
integral equations
multipoles
evaluation
quadratures
wave equations
Stokes flow
electromagnetic scattering
formulations
operators
acoustic scattering
Helmholtz equations
Green's functions
grids
scattering
scalars
simulation
half spaces
boundary conditions
composite materials
geometry
inclusions
interactions
expansion
performance
Laplace equation
fast Fourier transformations
boundary value problems
partial differential equations
costs
approximation
low frequencies
linear systems