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Fingerprint Dive into the research topics where Euan Spence is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

Mathematics

Helmholtz Equation
Acoustic Scattering
Integral Operator
Boundary Integral
Hermann Von Helmholtz
Coercivity
Boundary Integral Equations
Preconditioning
GMRES
Explicit Bounds
Acoustics
Boundary Value Problem
Domain Decomposition
Preconditioner
Star
Transmission Problem
Oscillatory Integrals
Transform
Harmonic
Scattering Problems
Error Estimates
Galerkin Method
Absorption
Dirichlet Problem
Integral Representation
Integral Equations
Impedance
Polar coordinates
Layer Potentials
Boundary Integral Method
Uniform Asymptotics
Exterior Problem
Heterogeneous Media
Non-normality
A Priori Bounds
Positive Curvature
Laplace
Spectral Decomposition
Operator
Convex polygon
Separation of Variables
Optimality
Iteration
Boundary conditions
Strictly positive
Stationary point
Modified Equations
Approximation Error
Lipschitz
Dirichlet-to-Neumann Map

Engineering & Materials Science

Helmholtz equation
Acoustics
Scattering
Boundary integral equations
Boundary value problems
Coercive force
Stars
Mathematical operators
Boundary conditions
Integral equations
Galerkin methods
Decomposition
Acoustic impedance
Numerical analysis
Boundary element method
Partial differential equations
Wavelength
Wave propagation
Polynomials
Experiments
Acoustic waves
Green's function
Geometry
Exponential functions
Acoustic wave scattering