Document Type
Article
Publication Date
2024
Abstract
MATLAB codes of the book entitled "An Introduction to the Method of Fundamental Solutions"
Recommended Citation
Chen, CS, "An Introduction to the Method of Fundamental Solutions" (2024). Research Data. 12.
https://aquila.usm.edu/datasets/12
Laplace2D.m (1 kB)
Laplace2D_nonharmonic.m (1 kB)
Laplace2D_equal_space.m (2 kB)
Laplace2D_nonequal_space.m (1 kB)
Example7_3a.m (2 kB)
Example7_3b.m (1 kB)
Example7_4a.m (2 kB)
Example7_4b.m (1 kB)
Laplace2D_LOOCV.m (1 kB)
Laplace2D_LOOCV_nonharmonic.m (1 kB)
MFS_LOOCV_3D.m (1 kB)
Data3D_Bunny3.mat (83 kB)
Data3D_Bunny4.mat (20 kB)
Helmholtz_2D_LOOCV.m (2 kB)
Helmholtz_Bunny_LOOCV.m (2 kB)
Data3D_Bunny3.mat (83 kB)
bunny_int.mat (22 kB)
Helmholtz_Ext_2D_LOOCV.m (2 kB)
Helmholtz_Ext_3D_LOOCV.m (6 kB)
Biharmonic1.m (2 kB)
Biharmonic3D_LOOCV.m (7 kB)
Biharmonic2.m (2 kB)
Biharmonic3.m (2 kB)
CauchyNavier2D_LOOCV.m (2 kB)
CauchyNavier_3D_LOOCV.m (2 kB)
airplane.mat (71 kB)
MPS_Loocv_mq.m (3 kB)
MPS_4th_order.m (3 kB)
MFS_MPS_POLY.m (3 kB)
poly_4th_MPSMFS.m (3 kB)
One_step_MPS_MFS.m (3 kB)
Chebyshev_MFS.m (3 kB)
MFS_par2.m (3 kB)
MFS_par_Helm3.m (3 kB)
Laplace.m (1 kB)
Laplace1_3D_AxisymA_LOOCV.m (2 kB)
Laplace1_3D_AxisymA_peanut.m (2 kB)
peanut_pts.mat (20 kB)
Helmholtz_MDA.m (1 kB)
Biharmonic.m (2 kB)
Biharmonic1_3D_Axisym_LOOCV.m (4 kB)
localMFS.m (1 kB)
localMFS_2D.m (3 kB)
localMFS_3D.m (3 kB)
LMFS_bih.m (2 kB)
Cauchy.m (1 kB)
Inverse.m (2 kB)
MFS_S.m (4 kB)
S.txt (1 kB)
S_3D.m (4 kB)
MFS_Helm_MFS.m (6 kB)
MFS_3D_graphics.m (1 kB)
MFS_skeleton.m (1 kB)
hand.mat (266 kB)
MFS_dragon.m (1 kB)
dragon_3.mat (995 kB)
README.txt (1 kB)
Laplace2D_nonharmonic.m (1 kB)
Laplace2D_equal_space.m (2 kB)
Laplace2D_nonequal_space.m (1 kB)
Example7_3a.m (2 kB)
Example7_3b.m (1 kB)
Example7_4a.m (2 kB)
Example7_4b.m (1 kB)
Laplace2D_LOOCV.m (1 kB)
Laplace2D_LOOCV_nonharmonic.m (1 kB)
MFS_LOOCV_3D.m (1 kB)
Data3D_Bunny3.mat (83 kB)
Data3D_Bunny4.mat (20 kB)
Helmholtz_2D_LOOCV.m (2 kB)
Helmholtz_Bunny_LOOCV.m (2 kB)
Data3D_Bunny3.mat (83 kB)
bunny_int.mat (22 kB)
Helmholtz_Ext_2D_LOOCV.m (2 kB)
Helmholtz_Ext_3D_LOOCV.m (6 kB)
Biharmonic1.m (2 kB)
Biharmonic3D_LOOCV.m (7 kB)
Biharmonic2.m (2 kB)
Biharmonic3.m (2 kB)
CauchyNavier2D_LOOCV.m (2 kB)
CauchyNavier_3D_LOOCV.m (2 kB)
airplane.mat (71 kB)
MPS_Loocv_mq.m (3 kB)
MPS_4th_order.m (3 kB)
MFS_MPS_POLY.m (3 kB)
poly_4th_MPSMFS.m (3 kB)
One_step_MPS_MFS.m (3 kB)
Chebyshev_MFS.m (3 kB)
MFS_par2.m (3 kB)
MFS_par_Helm3.m (3 kB)
Laplace.m (1 kB)
Laplace1_3D_AxisymA_LOOCV.m (2 kB)
Laplace1_3D_AxisymA_peanut.m (2 kB)
peanut_pts.mat (20 kB)
Helmholtz_MDA.m (1 kB)
Biharmonic.m (2 kB)
Biharmonic1_3D_Axisym_LOOCV.m (4 kB)
localMFS.m (1 kB)
localMFS_2D.m (3 kB)
localMFS_3D.m (3 kB)
LMFS_bih.m (2 kB)
Cauchy.m (1 kB)
Inverse.m (2 kB)
MFS_S.m (4 kB)
S.txt (1 kB)
S_3D.m (4 kB)
MFS_Helm_MFS.m (6 kB)
MFS_3D_graphics.m (1 kB)
MFS_skeleton.m (1 kB)
hand.mat (266 kB)
MFS_dragon.m (1 kB)
dragon_3.mat (995 kB)
README.txt (1 kB)
