TheWrathOfMath
Junior Member
- Joined
- Mar 31, 2022
- Messages
- 162
.
Last edited:
v is called an eigenvector of A if there exists a scalar lambda such that Av= lambda*(v) and v=/=0.Can you write the definition of an eigenvector?
Did you delete your original question?v is called an eigenvector of A if there exists a scalar lambda such that Av= lambda*(v) and v=/=0.
So if [imath]Av = \lambda v[/imath] and [imath]Bv = \mu v[/imath] what can we say about [imath]B(Av)[/imath]?v is called an eigenvector of A if there exists a scalar lambda such that Av= lambda*(v) and v=/=0.