Degenreate states

  • Thread starter anilrapire
  • Start date
would someone mind explaining why, in general, degenerate (quantum) states are not orthogonal?


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Degenerate states form a whole subspace. The linear superposition of two degenerate states is again a state with the same eigenvalue. So your question is equivalent to:
can someone explain me why all vectors aren't orthogonal ?

However, it is always possible to choose an orthogonal basis in this subspace, and those eigenvectors ARE orthogonal.


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