Consider two single-particle states, A and B, in a system of fermions, where A = -

Consider two single-particle states, A and B, in a system of fermions, where εA = µ - x and εB = µ + x that is, level A lies below B same amount that level B lies above µ. Prove that the probability of level B being occupied is the same as the probability of level A being unoccupied. In other words, the Fermi-Dirac distribution is “symmetrical” about the point where ε = µ.

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From the FermiDirac distribution the probability of the state B being ... View the full answer