Keyphrases
Open Arc
100%
Hermann Von Helmholtz
66%
Spectral Galerkin Method
66%
Helmholtz Problem
66%
Laplace Problem
66%
Boundary Integral Equation
66%
First Kind
50%
Weighted Chebyshev Polynomials
33%
Laplace
33%
Dirichlet Problem
33%
Variational Form
33%
Numerical Scheme
33%
Compression Algorithms
33%
Exponential Convergence
33%
Dirichlet Boundary Condition
33%
Discretized
33%
Boundary Integral Operators
33%
Galerkin Method
33%
Singular Geometry
33%
Boundary Integral
33%
Numerical Experiments
33%
Unit Disk
33%
Shape Holomorphy
33%
High-order
33%
Challenging Problems
33%
Smoothness Assumption
16%
Non-Lipschitz Domains
16%
Fredholm
16%
Boundary Integral Method
16%
Analytic Extension
16%
Higher Order Bases
16%
Azimuthal Projection
16%
Spherical Harmonics
16%
Neumann Condition
16%
Large Wave number
16%
Energy Norm
16%
Spectral Bases
16%
Singular Boundary Integrals
16%
Two-dimensional Space
16%
Fredholm Equation
16%
Fully-discrete
16%
Uncertainty Quantification
16%
Deep Learning
16%
Algebraic Error
16%
Spectral-Galerkin
16%
Computation Time
16%
Galerkin
16%
Problem-based Learning
16%
Holomorphy
16%
Second-order Partial Differential Equations
16%
INIS
dirichlet problem
77%
convergence
61%
integral equations
55%
polynomials
50%
boundary conditions
50%
algorithms
50%
variational methods
50%
compression
50%
range
50%
geometry
33%
shape
33%
fredholm equation
33%
screens
33%
excitation
33%
space
33%
solutions
22%
units
22%
smoothness
16%
dimensions
11%
maps
11%
boundary-value problems
11%
errors
11%
applications
11%
norm
11%
integrals
11%
energy
11%
yields
11%
deformation
11%
spherical harmonics
11%
quadratures
11%
partial differential equations
11%
perturbations
11%
learning
11%
length
11%
Mathematics
Open Arc
100%
Integral Equation
55%
Dirichlet Problem
33%
Chebyshev Polynomial
33%
Numerical Scheme
33%
Dirichlet Boundary Condition
33%
Integral Operator
33%
Exponential Convergence
33%
Holomorphy
33%
Unit Disk
33%
Numerical Experiment
33%
Convergence Rate
33%
Discretization
16%
Lipschitz Domain
16%
Fredholm
16%
Dirichlet Condition
16%
Computational Detail
16%
Analytic Extension
16%
Spherical Harmonic
16%
Neumann Condition
16%
Convergence Error
16%
Singular Integral
16%
Fredholm Equation
16%
Posedness
16%
Edge
16%
Dimensional Space
16%
Three-Dimension
16%
Dimensional Domain
11%
Finite Length
11%
Partial Differential Equation
11%
Boundary Value Problems
11%
Uncertainty Quantification
11%
Deep Learning Method
11%
