Which of these is the definition of an eigenvector vvv associated with λ\lambdaλ?
Av=v+λAv = v + \lambdaAv=v+λ
Av=λvAv = \lambda vAv=λv (v≠0v \neq 0v=0)
Av=0Av = 0Av=0
A+v=λA + v = \lambdaA+v=λ