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Vector & affine spaces, linear maps, and derivatives vector-space provides classes and generic operations for vector spaces and affine spaces. It also defines a type of infinite towers of generalized derivatives. A generalized derivative is a linear transformation rather than one of the common concrete representations (scalars, vectors, matrices, ...). Warning: this package depends on type families working fairly well, requiring GHC version at least 6.9. Project wiki page: http://haskell.org/haskellwiki/vector-space © 2008-2012 by Conal Elliott; BSD3 license.
vectorWithIndices :: Vector vector a => vector a -> Unfoldr (Int, a)deferred-folds DeferredFolds.Unfoldr Elements of a vector coming paired with indices
vectorToBytes :: Vector Value -> ByteStringdbus DBus.Internal.Types No documentation available.
vectorAs :: FromVector t a => Vector a -> tharpie Harpie.Array No documentation available.
vector' :: forall a (n :: Nat) t . FromVector t a => SNat n -> t -> Array '[n] aharpie Harpie.Fixed vector with an explicit SNat rather than a KnownNat constraint.
>>> pretty $ vector' @Int (SNat @3) [2,3,4] [2,3,4]
vectorAs :: FromVector t a => Vector a -> tharpie Harpie.Fixed No documentation available.
vectorOf :: Int -> Gen a -> Gen [a]massiv-test Test.Massiv.Utils Generates a list of the given length.
vectorExponential :: (C y, C y v, Write sig v) => LazySize -> y -> v -> sig vsynthesizer-core Synthesizer.Generic.Control This is an extension of exponential to vectors which is straight-forward but requires more explicit signatures. But since it is needed rarely I setup a separate function.
vectorExponential2 :: (C y, C y v, Write sig v) => LazySize -> y -> v -> sig vsynthesizer-core Synthesizer.Generic.Control No documentation available.
vectorExponential :: (C y, C y v) => y -> v -> T vsynthesizer-core Synthesizer.Plain.Control This is an extension of exponential to vectors which is straight-forward but requires more explicit signatures. But since it is needed rarely I setup a separate function.