Q2- The Hamiltonian H and two observables A and B for a three-level system are represented by the matrices shown in the figure below, where w, p, and u are positive and real numbers. Find the eigenvalues .and normalized eigenvectors of H, A, and B operators 1 0 0. 0), A=P(0 H = ho 0 A =p(0 0 1 ), B =u(1 2. 1 0. 2
Q2- The Hamiltonian H and two observables A and B for a three-level system are represented by the matrices shown in the figure below, where w, p, and u are positive and real numbers. Find the eigenvalues .and normalized eigenvectors of H, A, and B operators 1 0 0. 0), A=P(0 H = ho 0 A =p(0 0 1 ), B =u(1 2. 1 0. 2
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Transcribed Image Text:Q2- The Hamiltonian H and two observables A and B for a three-level
system are represented by the matrices shown in the figure below,
where w, p, and u are positive and real numbers. Find the eigenvalues
.and normalized eigenvectors of H, A, and B operators
1 0 0Y
2 0
70
1), B = µ1
1
0.
H = ho 0
2 0). A-P(0
1
0.
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