Mesh Laplacian Interpolation Operator 1.0

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Program licensingScript Licensing : Freeware
CreatedCreated : Aug 20, 2007
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See also MESH_LAPLACIAN function on matlab central ...

See also laplacian function on matlab central file exchange.
MESH_LAPLACIAN_INTERP: Computes the zero Laplacian interpolation matrix
Useage: [int, index, repindex] = mesh_laplacian_interp(lap, index)
This function calculates an interpolation matrix that provides the coefficients for the calculation of potential values at all unknown vertices of a mesh, given known potential values at a subset of the mesh vertices (at 'index'). The interpolation solution is constrained by a minimal norm of the Laplacian of the mesh. See the reference below for details.
'lap' is the laplacian matrix for the full mesh (see mesh_laplacian) 'int' is the matrix which interpolates from the points in 'index' to the full mesh. 'index' is a row vector of indices into a subset of the vertices used to calculate 'lap'. This subset is where the electric potential is known and usually corresponds to the given electrode vertices, eg:
index = dsearchn(scalpvert, elecvert)';
If 'index' contains repeated indices, only the unique indices are useful. The 'keepindex' array can be used to select these. The 'repindex' array is the repeated indices. Interpolations can be done using matrix 'int', eg:
[int, keepindex, repindex] = mesh_laplacian_interp(lap, index);
if isempty(repindex),
Vint = int * Vknown;
else
Vint = int * Vknown(keepindex);
end
Demands:
• MATLAB Release: R12

Mesh Laplacian Interpolation Operator 1.0 scripting tags: index, laplacian, matlab mathematics, vertices, repindex, mesh laplacian, interpolation, keepindex, interpolation operator, indices, matrix. What is new in Mesh Laplacian Interpolation Operator 1.0 software script? - Unable to find Mesh Laplacian Interpolation Operator 1.0 news. What is improvements are expecting? Newly-made Mesh Laplacian Interpolation Operator 1.1 will be downloaded from here. You may download directly. Please write the reviews of the Mesh Laplacian Interpolation Operator. License limitations are unspecified.