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We propose an original method based on generalized plane waves and approximated coefficients for the numerical approximation of the Helmholtz equation with a smooth nonconstant coefficient. This is justified by a high-order convergence estimate rate. Our motivation stems from Maxwell&#39;s equations with Hermitian dielectric tensor ε which are used to model reflectometry in fusion plasma. Simplified m...

A generalized plane-wave numerical method for smooth nonconstant coefficients