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| | fe.h |
| | Finite elements: local definition and assembly for elliptic BVPs.
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| |
| | fe_point.h |
| | Finite Element on vertices for general scalar FE spaces.
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| |
| | fe_tools.cc |
| | auxiliary functions for dealing with finite element spaces
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| |
| | fe_tools.h |
| | Functions acting on finite element spaces.
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| |
| | hierarchic_fe.cc |
| | Data structures representing HP finite elements.
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| |
| | hierarchic_fe.h |
| | Data structures representing HP finite elements.
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| |
| | hierarchic_scalar_fe_space.h |
| | Lagrangian finite elements of arbitrary polynomials degree.
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| |
| | loc_comp_ellbvp.cc |
| | Implementation of local computations for FE for 2nd-order linear elliptic boundary value problems.
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| |
| | loc_comp_ellbvp.h |
| | Classes taking care of local computations for scalar 2nd-order elliptic BVPs.
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| |
| | mesh_function_fe.h |
| | Implementation of a MeshFunction which represents a concrete function from an approximation space.
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| |
| | mesh_function_grad_fe.h |
| | Represents the gradient of an element of a finite element space.
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| |
| | prolongation.h |
| |
| | scalar_fe_space.cc |
| | implementation of methods for data structures describing finite element spaces
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| |
| | scalar_fe_space.h |
| | Data structure describing scalar-valued finite element spaces.
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| |
| | scalar_reference_finite_element.h |
| | Data structure representing simple finite elements.
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| |
