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eigenvalues

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Go scientific library for machine learning, linear algebra, FFT, Bessel, elliptic, orthogonal polys, geometry, NURBS, numerical quadrature, 3D transfinite interpolation, random numbers, Mersenne twister, probability distributions, optimisation, graph, plotting, visualisation, tensors, eigenvalues, differential equations, more.

  • Updated May 13, 2020
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GregorySchwartz
GregorySchwartz commented May 4, 2020

(#~#^) should be A B^T and vice versa for (#~^#). The documentation and function is above anb below the wrong type signature in each one respectively. Solution is to swap type signatures.

Wrong:

-- | Sparsifying A^T B
(#~#^) :: (MatrixRing (SpMatrix a), Epsilon a) =>
     SpMatrix a -> SpMatrix a -> SpMatrix a
a #~^# b = transpose a #~# b


-- | Sparsifying A B^T
(#~^#) :: (M
jarlebring
jarlebring commented Dec 19, 2019

There is a new version of the online code from G Demesy that we base our nano-tutorial on. The tutorial still works, but you would need to go back to an old version of his code. We should update the nano-tutorial to use the new version of the code (i.e. update the simulation output as well as the modification description). In order to not have to do this again if they decide to update the code ag

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