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Within LTS Haskell 24.35 (ghc-9.10.3)

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  1. plaidPaginationOptionsOffset :: Lens' PlaidPaginationOptions Int

    plaid Data.Plaid

    No documentation available.

  2. plaidTransactionsGetResponseTransactions :: Lens' PlaidTransactionsGetResponse [Transaction]

    plaid Data.Plaid

    No documentation available.

  3. responseTransactionsGet :: ByteString

    plaid Data.Plaid

    No documentation available.

  4. denseToSparse :: forall a (v :: Type -> Type) . (Eq a, Num a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly

    Convert from dense to sparse polynomials.

    >>> :set -XFlexibleContexts
    
    >>> denseToSparse (1 + Data.Poly.X^2) :: Data.Poly.Sparse.UPoly Int
    1 * X^2 + 1
    

  5. sparseToDense :: forall a (v :: Type -> Type) . (Num a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly

    Convert from sparse to dense polynomials.

    >>> :set -XFlexibleContexts
    
    >>> sparseToDense (1 + Data.Poly.Sparse.X^2) :: Data.Poly.UPoly Int
    1 * X^2 + 0 * X + 1
    

  6. denseToSparse :: forall a (v :: Type -> Type) . (Eq a, Semiring a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly.Semiring

    Convert from dense to sparse polynomials.

    >>> :set -XFlexibleContexts
    
    >>> denseToSparse (1 `Data.Semiring.plus` Data.Poly.X^2) :: Data.Poly.Sparse.UPoly Int
    1 * X^2 + 1
    

  7. sparseToDense :: forall a (v :: Type -> Type) . (Semiring a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly.Semiring

    Convert from sparse to dense polynomials.

    >>> :set -XFlexibleContexts
    
    >>> sparseToDense (1 `Data.Semiring.plus` Data.Poly.Sparse.X^2) :: Data.Poly.UPoly Int
    1 * X^2 + 0 * X + 1
    

  8. denseToSparse :: forall a (v :: Type -> Type) . (Eq a, Num a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly.Sparse

    Convert from dense to sparse polynomials.

    >>> :set -XFlexibleContexts
    
    >>> denseToSparse (1 + Data.Poly.X^2) :: Data.Poly.Sparse.UPoly Int
    1 * X^2 + 1
    

  9. sparseToDense :: forall a (v :: Type -> Type) . (Num a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly.Sparse

    Convert from sparse to dense polynomials.

    >>> :set -XFlexibleContexts
    
    >>> sparseToDense (1 + Data.Poly.Sparse.X^2) :: Data.Poly.UPoly Int
    1 * X^2 + 0 * X + 1
    

  10. denseToSparse :: forall a (v :: Type -> Type) . (Eq a, Semiring a, Vector v a, Vector v (Vector 1 Word, a)) => Poly v a -> Poly v a

    poly Data.Poly.Sparse.Semiring

    Convert from dense to sparse polynomials.

    >>> :set -XFlexibleContexts
    
    >>> denseToSparse (1 `Data.Semiring.plus` Data.Poly.X^2) :: Data.Poly.Sparse.UPoly Int
    1 * X^2 + 1
    

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