Created
October 12, 2015 07:12
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import Data.Vect | |
create_empties : Vect n (Vect 0 elem) | |
create_empties = replicate _ [] | |
transpose_mat : Vect m (Vect n elem) -> Vect n (Vect m elem) | |
transpose_mat [] = create_empties | |
transpose_mat (x :: xs) = let xs_trans = transpose_mat xs in | |
zipWith (::) x xs_trans | |
addMatrix : Num elem => Vect m (Vect n elem) -> Vect m (Vect n elem) -> Vect m (Vect n elem) | |
addMatrix [] [] = [] | |
addMatrix (x :: xs) (y :: ys) = zipWith (+) x y :: addMatrix xs ys | |
dotProduct : Num a => Vect m a -> Vect m a -> a | |
dotProduct xs ys = sum (zipWith (*) xs ys) | |
multMatrixHelper2 : Num elem => (x : Vect m elem) -> (ys : Vect p (Vect m elem)) -> Vect p elem | |
multMatrixHelper2 x [] = [] | |
multMatrixHelper2 x (y :: ys) = dotProduct x y :: multMatrixHelper2 x ys | |
multMatrixHelper : Num elem => (xs : Vect n (Vect m elem)) -> (ys_trans : Vect p (Vect m elem)) -> Vect n (Vect p elem) | |
multMatrixHelper xs [] = replicate _ [] | |
multMatrixHelper [] ys = [] | |
multMatrixHelper (x :: xs) ys = multMatrixHelper2 x ys :: multMatrixHelper xs ys | |
multMatrix : Num elem => Vect n (Vect m elem) -> Vect m (Vect p elem) -> Vect n (Vect p elem) | |
multMatrix xs ys = let ys_trans = transpose_mat ys in multMatrixHelper xs ys_trans | |
create_empties2 : Vect n (Vect 0 a) | |
create_empties2 {n = Z} = [] | |
create_empties2 {n = (S k)} = [] :: create_empties2 |
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