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| subroutine | build_ginterpmatrix (mat) |
| | Construct interpolation matrix for transfer between geometric levels of H^1 finite element space.
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| subroutine | build_pinterpmatrix (mat) |
| | Construct interpolation matrix for transfer between polynomial levels of H^1 finite element space.
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| subroutine | ginterp_apply (self, cell, f, gop, val) |
| | Reconstruct the gradient of a H^1 scalar field.
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| subroutine | h1_base_pop (self, acors, afine) |
| | Transfer a base level H^1 scalar field to the next MPI level.
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| subroutine | h1_base_push (self, afine, acors) |
| | Transfer a MPI level H^1 scalar field to the base level.
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| subroutine | h1_getlop_pre (ml_h1_rep, pre, mats, bc_type, level, nlevels) |
| | Compute eigenvalues and smoothing coefficients for the operator H^1::LOP.
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| subroutine | h1_lop_eigs (ml_h1_rep, minlev) |
| | Compute eigenvalues and smoothing coefficients for the operator H^1::LOP.
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| subroutine | h1_mloptions |
| | Read-in options for the basic H^1 ML preconditioners.
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| subroutine | h1_setup_interp (ml_h1_rep) |
| | Construct interpolation matrices for transfer between H^1 finite element spaces.
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| subroutine | oft_h1_getlop (fe_rep, mat, bc) |
| | Construct laplacian matrix for H^1 scalar representation.
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| subroutine | oft_h1_getmop (fe_rep, mat, bc) |
| | Construct mass matrix for H^1 scalar representation.
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| subroutine | oft_h1_project (fe_rep, field, x) |
| | Project a scalar field onto a H^1 basis.
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| subroutine | rinterp_apply (self, cell, f, gop, val) |
| | Reconstruct a H^1 scalar field.
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| subroutine | rinterp_delete (self) |
| | Destroy temporary internal storage.
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| subroutine | rinterp_setup (self, h1_rep) |
| | Setup interpolator for H^1 scalar fields.
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| subroutine | zerob_apply (self, a) |
| | Zero a H^1 scalar field at all boundary nodes.
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| subroutine | zerob_delete (self) |
| | Zero a H^1 scalar field at all boundary nodes.
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| subroutine | zerogrnd_apply (self, a) |
| | Zero a H^1 scalar field at the global grounding node.
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| subroutine | zeroi_apply (self, a) |
| | Zero a H^1 scalar field at all interior nodes.
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