shtrausslearning/Meshless-Discretisation-Solvers
Strong Form Meshless Discretisation such as TLS/PLS suffer from meshless coefficient misalignment leading to discretisation error (non conservative flux discretisation). CTLS allows enough flexibility in alignment & hence readjust meshless coefficients, leading to a formally conservative discretisation of PDEs, using a full covariance weight matrix in the TLS formulation.
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