Submitted by sorandom on Sun, 06/09/2019 - 23:43
Forums:
Hello,
I've never learned about invariant lines but I know how to get eigenvectors. I know the difference is just the constant term, so is there any simple way to get invariant lines after getting the eigenvectors/values of a matrix? Thank you.
Is it correct
Is it correct to say that if eigenvalue lamda=1, then the invariant line is just the line with direction of the eigenvector and goes through origin (constant is zero), and if lamda != 1, then invariant line is eigenvector plus an arbitary constant?
Nevermind
I just saw the answer in the support module notes. Sorry!
No problem
:-)