- #1
Matthollyw00d
- 92
- 0
When given a Hamiltonian operator (in this case a 3x3 matrix), how do you go about find the ground state, when this operator is all that is given? By the SE when have [tex]H\Psi=E\Psi[/tex]. I can easily solve for Eigenvalues/vectors, but which correspond to the ground state, or am I missing something?