- #1
pte419
- 4
- 0
Suppose S, T [tex]\in[/tex] L(V) are such that ST=TS. Prove that null(T-[tex]\lambda[/tex]I) is invariant under S for every [tex]\lambda[/tex] [tex]\in[/tex] F.
I can't find anything helpful in my book, I'm not sure where to start...
I can't find anything helpful in my book, I'm not sure where to start...