In the file attached (and photos below) I am trying to do the routine of finding ϕ using eigenvector and eigenvalue functions to do the same thing I did manually with A1. A2, A3 and the other matrices. Is this possible and if so can someone please help me out in doing so? Thank you!
ACCEPTED SOLUTION
Accepted Solutions
Actually "genvecs" generates the necessary vectors. But on contrary to "eigenvec" there is no "genvec" which would return an eigenvector associated with a certain eigenvalue.
And "genvecs" returns the vectors in the same order as the values in "genvals" and also differently scaled.
Scaling could easily be fixed but I don't know if the order after sorted eigenvals could be automated.
But of course we could automate what you did manually
Actually "genvecs" generates the necessary vectors. But on contrary to "eigenvec" there is no "genvec" which would return an eigenvector associated with a certain eigenvalue.
And "genvecs" returns the vectors in the same order as the values in "genvals" and also differently scaled.
Scaling could easily be fixed but I don't know if the order after sorted eigenvals could be automated.
But of course we could automate what you did manually
Here is an approach using only "genvals" and "genvecs" which seems to do the job as desired:
As a generic utility function its ORIGIN-aware
Prime 9 sheet attached
