Move the three example 3x3x3 arrays to the Examples module.

[spline3.git] / src / Main.hs

diff --git a/src/Main.hs b/src/Main.hs
index 8376ce954ff9f840d2b88f11b65a2393a283cd5f..a2d6b1ffb2411eb37ca02c1a2fc0fb719236c711 100644 (file)
--- a/src/Main.hs
+++ b/src/Main.hs
@@ -1,104 +1,55 @@
 module Main
 where
 
-import Cube
-import Face
-import Grid
-import Misc (flatten)
-import Point
-import RealFunction
-import Tetrahedron
-import ThreeDimensional
+--import Cube
+--import Face
+--import Grid
+--import Misc (flatten)
+--import Point
+--import RealFunction
+--import Tetrahedron
+--import ThreeDimensional
 
-trilinear :: [[[Double]]]
-trilinear = [ [ [ 1, 2, 3 ],
-                [ 1, 3, 5 ],
-                [ 1, 4, 7 ] ],
-              [ [ 1, 2, 3 ],
-                [ 1, 4, 7 ],
-                [ 1, 6, 11 ] ],
-              [ [ 1, 2, 3 ],
-                [ 1, 5, 9 ],
-                [ 1, 8, 15 ]]]
 
-zeros :: [[[Double]]]
-zeros = [ [ [ 0, 0, 0 ],
-            [ 0, 0, 0 ],
-            [ 0, 0, 0 ] ],
-          --
-          [ [ 0, 0, 0 ],
-            [ 0, 0, 0 ],
-            [ 0, 0, 0 ] ],
-          --
-          [ [ 0, 0, 0 ],
-            [ 0, 0, 0 ],
-            [ 0, 0, 0 ]]]
 
-dummy :: [[[Double]]]
-dummy = [ [ [ 0, 1, 2 ],
-            [ 3, 4, 5 ],
-            [ 6, 7, 8 ] ],
-          --
-          [ [ 9, 10, 11 ],
-            [ 12, 13, 14 ],
-            [ 15, 16, 17 ] ],
-          --
-          [ [ 18, 19, 20 ],
-            [ 21, 22, 23 ],
-            [ 24, 25, 26 ]]]
-
-
-find_point_value :: RealFunction Point
-find_point_value p = poly p
-    where
-      g0 = make_grid 1 trilinear
-      the_cubes = flatten (cubes g0)
-      good_cubes = filter ((flip contains_point) p) the_cubes
-      target_cube = good_cubes !! 0
-      good_tets = filter ((flip contains_point) p) (tetrahedrons target_cube)
-      target_tetrahedron = good_tets !! 0
-      poly = polynomial target_tetrahedron
+--find_point_value :: RealFunction Point
+--find_point_value p = poly p
+--    where
+--      g0 = make_grid 1 trilinear
+--      the_cubes = flatten (cubes g0)
+--      good_cubes = filter ((flip contains_point) p) the_cubes
+--       target_cube = head good_cubes
+--       good_tets = filter ((flip contains_point) p) (tetrahedrons target_cube)
+--       target_tetrahedron = head good_tets
+--       poly = polynomial target_tetrahedron
 
 main :: IO ()
 main = do
-  putStrLn $ show $ find_point_value (0,0,0)
-  putStrLn $ show $ find_point_value (1,0,0)
-  putStrLn $ show $ find_point_value (2,0,0)
-  putStrLn $ show $ find_point_value (0,1,0)
-  putStrLn $ show $ find_point_value (1,1,0)
-  putStrLn $ show $ find_point_value (2,1,0)
-  putStrLn $ show $ find_point_value (0,2,0)
-  putStrLn $ show $ find_point_value (1,2,0)
-  putStrLn $ show $ find_point_value (2,2,0)
-  putStrLn $ show $ find_point_value (0,0,1)
-  putStrLn $ show $ find_point_value (1,0,1)
-  putStrLn $ show $ find_point_value (2,0,1)
-  putStrLn $ show $ find_point_value (0,1,1)
-  putStrLn $ show $ find_point_value (1,1,1)
-  putStrLn $ show $ find_point_value (2,1,1)
-  putStrLn $ show $ find_point_value (0,2,1)
-  putStrLn $ show $ find_point_value (1,2,1)
-  putStrLn $ show $ find_point_value (2,2,1)
-  putStrLn $ show $ find_point_value (0,0,2)
-  putStrLn $ show $ find_point_value (1,0,2)
-  putStrLn $ show $ find_point_value (2,0,2)
-  putStrLn $ show $ find_point_value (0,1,2)
-  putStrLn $ show $ find_point_value (1,1,2)
-  putStrLn $ show $ find_point_value (2,1,2)
-  putStrLn $ show $ find_point_value (0,2,2)
-  putStrLn $ show $ find_point_value (1,2,2)
-  putStrLn $ show $ find_point_value (2,2,2)
-  -- let g0 = make_grid 1 trilinear
-  -- let the_cubes = flatten (cubes g0)
-  -- putStrLn $ show $ the_cubes
-  -- let p = (2, 0, 0)
-  -- let target_cubes = filter ((flip contains_point) p) the_cubes
-  -- putStrLn $ show $ target_cubes
-  -- let target_cube = (take 1 target_cubes) !! 0
-  -- putStrLn $ show $ target_cube
-  -- let target_tetrahedra = filter ((flip contains_point) p) (tetrahedrons target_cube)
-  -- let target_tetrahedron = (take 1 target_tetrahedra) !! 0
-  -- putStrLn $ show $ target_tetrahedron
-  -- let poly = polynomial target_tetrahedron
-  -- putStrLn $ show $ poly
-  -- putStrLn $ show $ poly p
+  putStrLn "Hello, World."
+  -- print $ find_point_value (0,0,0)
+  -- print $ find_point_value (1,0,0)
+  -- print $ find_point_value (2,0,0)
+  -- print $ find_point_value (0,1,0)
+  -- print $ find_point_value (1,1,0)
+  -- print $ find_point_value (2,1,0)
+  -- print $ find_point_value (0,2,0)
+  -- print $ find_point_value (1,2,0)
+  -- print $ find_point_value (2,2,0)
+  -- print $ find_point_value (0,0,1)
+  -- print $ find_point_value (1,0,1)
+  -- print $ find_point_value (2,0,1)
+  -- print $ find_point_value (0,1,1)
+  -- print $ find_point_value (1,1,1)
+  -- print $ find_point_value (2,1,1)
+  -- print $ find_point_value (0,2,1)
+  -- print $ find_point_value (1,2,1)
+  -- print $ find_point_value (2,2,1)
+  -- print $ find_point_value (0,0,2)
+  -- print $ find_point_value (1,0,2)
+  -- print $ find_point_value (2,0,2)
+  -- print $ find_point_value (0,1,2)
+  -- print $ find_point_value (1,1,2)
+  -- print $ find_point_value (2,1,2)
+  -- print $ find_point_value (0,2,2)
+  -- print $ find_point_value (1,2,2)
+  -- print $ find_point_value (2,2,2)