Use the relations (C.16) and (C.17) to show that the 2I + 1 members of an isomultiplet
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Î4 |I, I3) = C+(I, I3) |I, I3 ± 1) , (C.16a) C+ (I, I3) = +[(I+ I3)(I ± I3 + 1)]'/². (C.16b)
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Suppose II 3 and II 3 1 are two states in the same multiplet with ...View the full answer
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