-
In reference to version 224734d7be7ff0c4a8adb3a206356ea122112f33
a.k.a. https://textbooks.math.gatech.edu/ila/complex-eigenvalues.html
The 3x3 example is wrong.
The eigenvalues are correct, but the…
-
Hi, Can you give some explanation of the eigenvalue in robot hand models? There isn't much information explained in the user manual.
Humanhand for example, there are multiple eigenvalue parameters,…
-
As reported by @dlfivefifty,
```
eigvalrand(GaussianJacobi(2,0,0),100)
```
produces eigenvalues shown in the plot. They should be symmetrically distributed around 1/2, so the heavy clustering shoul…
-
In https://github.com/ORNL-CEES/mfmg/pull/110, we had to relax the randomization of one mesh for the algorithm to converge. This is because in that case the restrictor is not full ranked. This lead us…
-
^
-
Once a given eigenvalue/eigenvector has converged it should be deflect to improve the convergence of the to other eigenvalues/eigenvectors see [this paper](https://link.springer.com/article/10.1023/A:…
-
Dear EDKit developer(s),
I am writing to seek assistance regarding the computation of eigenvalues for a spin-1 diamond-like chain featuring two distinct exchange couplings in the presence of an ext…
-
| | |
| --- | --- |
| Bugzilla Link | [18995](https://llvm.org/bz18995) |
| Version | 3.4 |
| OS | MacOS X |
| CC | @DougGregor,@zygoloid |
## Extended Description
I received the following…
-
A fundamental question that I would just like confirmed: Applying the Jury Conditions is equivalent to seeing if the eigenvalues of a matrix M are less than one to confirm stability for a given equili…
-
Is it possible to add functions to return eigenvectors and eigenvalues from sparse eigen matrices? I'm not sure if eigen does it, but there are libraries built on eigen which do this.