Description: A fast 2D Poisson Solver in Matlab using Neumann Boundary conditions
,
Implementation of Frankot-Chellappa Algorithm,
Robust surface reconstruction using M-estimators,
Anisotropic surface reconstruction
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AgrawalECCV06CodeMFiles\AffineTransformation.m
.......................\calculate_curl.m
.......................\calculate_f.m
.......................\calculate_f_tensor.m
.......................\calculate_gradients.m
.......................\calculate_mse.m
.......................\curlcorrection_2d_neumann.m
.......................\frankotchellappa.m
.......................\halfquadractic.m
.......................\iterative_add_gradients.m
.......................\laplacian_matrix_neumann.m
.......................\laplacian_matrix_tensor.m
.......................\mst_matlab.dll
.......................\mydisplay.m
.......................\M_estimator.m
.......................\poisson_solver_function_neumann.m
.......................\README.txt
.......................\SurfaceReconstructionECCV06.m
.......................\synthetic_ramppeaks.m
AgrawalECCV06CodeMFiles
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