- #1
squenshl
- 479
- 4
I'm studying for a test.
In doing one of the old tests and it had a question that I couldn't do.
Let T: Rn [tex]\rightarrow[/tex] Rn be an operator on Rn,
where n is an odd positive integer. How do I prove T has at least one eigenvector in Rn
In doing one of the old tests and it had a question that I couldn't do.
Let T: Rn [tex]\rightarrow[/tex] Rn be an operator on Rn,
where n is an odd positive integer. How do I prove T has at least one eigenvector in Rn