1 files changed, 0 insertions, 106 deletions
diff --git a/src/GeneralizedPolynomial-Uniform/Hermite/1d.maple b/src/GeneralizedPolynomial-Uniform/Hermite/1d.maple
deleted file mode 100644
index 9819a78..0000000
--- a/src/GeneralizedPolynomial-Uniform/Hermite/1d.maple
+++ /dev/null
@@ -1,106 +0,0 @@
-# 1d.maple -- compute Hermite interpolation coefficients in 1-D
-# $Header$
-
-################################################################################
-
-#
-# 1d, cube, polynomial order=3, derivatives via 3-point order=2 formula
-# ==> overall order=2, 4-point molecule
-#
-
-# interpolating polynomial
-interp_1d_cube_order2
-  := Hermite_polynomial_interpolant(fn_1d_order3,
-				    coeffs_set_1d_order3,
-				    [x],
-				    { {x} = deriv_1d_dx_3point },
-				    {op(posn_list_1d_size2)},
-				    {op(posn_list_1d_size2)});
-
-# I
-coeffs_as_lc_of_data(%, posn_list_1d_size4);
-print_coeffs__lc_of_data(%, "coeffs_I->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order2/coeffs-I.compute.c");
-
-# d/dx
-simplify( diff(interp_1d_cube_order2,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size4);
-print_coeffs__lc_of_data(%, "coeffs_dx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order2/coeffs-dx.compute.c");
-
-# d^2/dx^2
-simplify( diff(interp_1d_cube_order2,x,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size4);
-print_coeffs__lc_of_data(%, "coeffs_dxx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order2/coeffs-dxx.compute.c");
-
-################################################################################
-
-#
-# 1d, cube, polynomial order=3, derivatives via 5-point order=4 formula
-# ==> overall order=3, 6-point molecule
-#
-
-# interpolating polynomial
-interp_1d_cube_order3
-  := Hermite_polynomial_interpolant(fn_1d_order3,
-				    coeffs_set_1d_order3,
-				    [x],
-				    { {x} = deriv_1d_dx_5point },
-				    {op(posn_list_1d_size2)},
-				    {op(posn_list_1d_size2)});
-
-# I
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_I->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order3/coeffs-I.compute.c");
-
-# d/dx
-simplify( diff(interp_1d_cube_order3,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_dx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order3/coeffs-dx.compute.c");
-
-# d^2/dx^2
-simplify( diff(interp_1d_cube_order3,x,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_dxx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order3/coeffs-dxx.compute.c");
-
-################################################################################
-
-#
-# 1d, cube, polynomial order=5, derivatives via 5-point order=4 formula
-# ==> overall order=4, 6-point molecule
-#
-# n.b. in higher dimensions this doesn't work -- there aren't enough
-#      equations to determine all the coefficients :( :(
-#
-
-# interpolating polynomial
-interp_1d_cube_order4
-  := Hermite_polynomial_interpolant(fn_1d_order5,
-				    coeffs_set_1d_order5,
-				    [x],
-				    { {x} = deriv_1d_dx_5point },
-				    {op(posn_list_1d_size4)},
-				    {op(posn_list_1d_size2)});
-
-# I
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_I->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order4/coeffs-I.compute.c");
-
-# d/dx
-simplify( diff(interp_1d_cube_order4,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_dx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order4/coeffs-dx.compute.c");
-
-# d^2/dx^2
-simplify( diff(interp_1d_cube_order4,x,x) );
-coeffs_as_lc_of_data(%, posn_list_1d_size6);
-print_coeffs__lc_of_data(%, "coeffs_dxx->coeff_", "fp",
-			 "1d.coeffs/1d.cube.order4/coeffs-dxx.compute.c");
-
-################################################################################