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| vectorSpace_F2'' 0 acc = acc | |
| vectorSpace_F2'' n acc = vectorSpace_F2'' (n-1) $ concatMap f acc | |
| where f x = a `par` [a,(Bir:x)] | |
| where a = (Sifir:x) | |
| vvectorSpace_F2 n = vectorSpace_F2'' n [[Sifir],[Bir]] | |
| main = do | |
| print $ length $ vvectorSpace_F2 $ 2^5 |
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| vectorSpace ∷ (Enum a1, Eq a, Num a1, Num a, Ord a1) ⇒ a1 → a → [[a1]] | |
| vectorSpace q 0 = [[]] | |
| vectorSpace q n | q > 0 = (:) <$> [0..q-1] <*> (vectorSpace q $ n - 1) | |
| vectorSpace _ _ = error "vectorSpace" | |
| *Main Numeric.LinearAlgebra> length $ vectorSpace 2 (2^3) | |
| 256 | |
| *Main Numeric.LinearAlgebra> length $ vectorSpace 2 (2^4) | |
| 65536 |