VEC: move scalarMul from Test/Vector.hs to Algebra/Vector.hs
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@ -67,6 +67,11 @@ scalarProd :: Vec -> Vec -> Double
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scalarProd (R2 a1 a2) (R2 b1 b2) = a1 * b1 + a2 * b2
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-- |Multiply a scalar with a vector.
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scalarMul :: Double -> Vec -> Vec
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scalarMul d (R2 a b) = R2 (a * d) (b * d)
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-- |Construct a vector that points to a point from the origin.
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pt2Vec :: PT -> Vec
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pt2Vec = r2 . unp2
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@ -107,8 +107,6 @@ scalarProdProp3 r v1 v2 v3 =
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==
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r' * (v1' `scalarProd` v2') + (v1' `scalarProd` v3')
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where
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scalarMul :: Double -> Vec -> Vec
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scalarMul d (R2 a b) = R2 (a * d) (b * d)
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v1' = r2 . (fromIntegral *** fromIntegral) $ v1
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v2' = r2 . (fromIntegral *** fromIntegral) $ v2
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v3' = r2 . (fromIntegral *** fromIntegral) $ v3
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