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1. dzipWithVector :: forall (n :: Nat) field vec (mat :: Nat -> Nat -> Type) s . (KnownNat n, Domain field vec mat, Num (vec n), Backprop (vec n), Backprop field, Reifies s W) => (forall s' . Reifies s' W => BVar s' field -> BVar s' field -> BVar s' field) -> BVar s (vec n) -> BVar s (vec n) -> BVar s (vec n)

   hmatrix-backprop	Numeric.LinearAlgebra.Static.Backprop

   A version of zipWithVector' that is potentially less performant but is based on zipWithVector from Domain.

2. zipWithVector :: forall (n :: Nat) s . (KnownNat n, Reifies s W) => (BVar s ℝ -> BVar s ℝ -> BVar s ℝ) -> BVar s (R n) -> BVar s (R n) -> BVar s (R n)

   hmatrix-backprop	Numeric.LinearAlgebra.Static.Backprop

   Note: if possible, use the potentially much more performant zipWithVector'.

3. storableVector :: (Storable a, MonadGen m) => Range Int -> m a -> m (Vector a)

   hw-hedgehog	HaskellWorks.Hedgehog.Gen

   No documentation available.

4. module HaskellWorks.Data.Vector.AsVector64

   No documentation available.

5. class AsVector64 a

   hw-prim	HaskellWorks.Data.Vector.AsVector64

   No documentation available.

6. asVector64 :: AsVector64 a => a -> Vector Word64

   hw-prim	HaskellWorks.Data.Vector.AsVector64

   No documentation available.

7. module HaskellWorks.Data.Vector.AsVector64ns

   No documentation available.

8. class AsVector64ns a

   hw-prim	HaskellWorks.Data.Vector.AsVector64ns

   No documentation available.

9. asVector64ns :: AsVector64ns a => Int -> a -> [Vector Word64]

   hw-prim	HaskellWorks.Data.Vector.AsVector64ns

   Represent the value as a list of Vector of n Word64 chunks. The last chunk will also be of the specified chunk size filled with trailing zeros.

10. module HaskellWorks.Data.Vector.AsVector64s

    No documentation available.

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