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Can you extend the code to solve Generalized eigenvalue problems
L\nu = \lambda W \nu
Currently, if I have to solve this, then, I would have to convert this to a standard eigenvalue problem, like,
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Hi. Thanks for sharing the code. It is amazing algorithm.
I am a little bit confused about why the tube-like or elongated structures will have two Higher eigenvalues and one eigenvalue nearly equal…
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I have a dataset with 5 samples and when I conduct pcangsd, I am unable to properly calculate the proportion of variation for each PC due to the presence of a negative eigenvalue.
```
>eigen:
$va…
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I'm trying to play with some algorithms in the graph embedding literature (e.g. locality preserving projections) which need to solve the generalized eigenvalue. The Matlab 'eigs' function has this opt…
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Hi, is there a way to display eigenvalues for compartments in HiGlass?
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`Could not compute eigenvalues for Matrix([[40, 10, 20, 15/11, sqrt(5)], [10, 80, 40, 22, 11/35], [20, 40, 10, 35, 0], [5/2, 1, 2, 1, 3*sqrt(7)/7], [32/11, sqrt(7)/3, 1, 1, 1]]). if you see this error…
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It would be nice to have methods to compute the eigenvalues and eigenvectors of matrices.
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First comment - this resource is great.
The order of eigenvalues in relation to their corresponding eigenvectors is important. Each eigenvalue corresponds to a specific eigenvector, and the order i…
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We have lots of words for statistics and linear algebra. But words for calculating eigenvalues and eigenvectors for symmetric and asymmetric matrices are missing. Eigenvectors are really useful for pr…