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  1. data VectorStyle

    Chart Graphics.Rendering.Chart.Plot.Vectors

    No documentation available.

  2. VectorStyle :: LineStyle -> PointStyle -> VectorStyle

    Chart Graphics.Rendering.Chart.Plot.Vectors

    No documentation available.

  3. VectorBFGS :: MinimizeMethodD

    hmatrix-gsl Numeric.GSL.Minimization

    No documentation available.

  4. VectorBFGS2 :: MinimizeMethodD

    hmatrix-gsl Numeric.GSL.Minimization

    No documentation available.

  5. module Data.Vector2

    2D vector abstraction (R^2).

  6. data Vector2 a

    simple-affine-space Data.Vector2

    2D Vector.

  7. module Data.Vector3

    3D vector abstraction (R^3).

  8. data Vector3 a

    simple-affine-space Data.Vector3

    3D Vector.

  9. module Data.VectorSpace

    Vector space type relation and basic instances. There can be other implementations of VectorSpace, for example you could implement it with linear like this: 

    {-# LANGUAGE FlexibleInstances     #-}
{-# LANGUAGE MultiParamTypeClasses #-}

import FRP.Yampa
import Linear    as L

instance (Eq a, Floating a) => VectorSpace (V2 a) a where
zeroVector = L.zero
(*^) = (L.*^)
(^) = (L.^)
negateVector = L.negated
(^+^) = (L.^+^)
(^-^) = (L.^-^)
dot = L.dot
    Using this you could benefit from more advanced vector operators and the improved performance linear brings while keeping a simple type class interface with few dependencies.

  10. class VectorSpace v a | v -> a

    simple-affine-space Data.VectorSpace

    Vector space type relation. A vector space is a set (type) closed under addition and multiplication by a scalar. The type of the scalar is the field of the vector space, and it is said that v is a vector space over a. The encoding uses a type class |VectorSpace| v a, where v represents the type of the vectors and a represents the types of the scalars.

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