Finite Element Method


Finite element methods are based on the variational formulation of partial differential equations which only need to compute the gradient of a function. Although unknowns are still associated to nodes, the function composed by piece-wise polynomials on each element and thus the gradient can be computed element-wise. Finite element spaces can thus be… (More)


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@inproceedings{Chen2013FiniteEM, title={Finite Element Method}, author={Long Chen}, year={2013} }