ROD boundary corrections are recast as per-quadrature-point polynomial corrections that avoid matrix inversion and recover high-order accuracy on linear meshes for curved domains.
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Minimization-based polynomial corrections for high-order curved boundaries on fixed and moving domains: assessment on finite volume and discontinuous Galerkin schemes
ROD boundary corrections are recast as per-quadrature-point polynomial corrections that avoid matrix inversion and recover high-order accuracy on linear meshes for curved domains.