The respective applicability of sets of two and four of these equations is a fundamental difference between the anomalous and regular Zeeman effects. A relation that is in some sense a generalization of these entities gives the probability rate as two pi over Dirac's constant times the state density times the square modulus of a perturbation matrix element. (*) The aforementioned Fermi Golden Rule gives quantitative information about the processes about which these laws give qualitative information because these relations are derived in general by considering the inner products of wave functions for different quantum numbers such that transitions between states with those numbers follow one of these when that inner product is non-zero. For 10 points, name these strictures from quantum perturbation theory that often correspond to conservation of quantities like angular momentum and that d
The respective applicability of sets of two and four of these equations is a fundamental difference between the anomalous and regular Zeeman effects. A relation that is in some sense a generalization of these entities gives the probability rate as two pi over Dirac's constant times the state density times the square modulus of a perturbation matrix element. (*) The aforementioned Fermi Golden Rule gives quantitative information about the processes about which these laws give qualitative information because these relations are derived in general by considering the inner products of wave functions for different quantum numbers such that transitions between states with those numbers follow one of these when that inner product is non-zero. For 10 points, name these strictures from quantum perturbation theory that often correspond to conservation of quantities like angular momentum and that dictate which quantum transitions are allowed.
The respective applicability of sets of two and four of these equations is a fundamental difference between the anomalous and regular Zeeman effects.
{selection rules} [accept {transition rules} before “{transitions}” and prompt on it afterwards; prompt on {convervation relations} or similar]