Abstract
It is shown that charge independence or charge symmetry give rise to the following relations connecting the strengths of $\ensuremath{\gamma}$-transitions between corresponding states in mirror nuclei: (a) the strengths of corresponding $E1$ transitions are always equal; (b) the strengths of corresponding $M1$ transitions should not differ in general by more than a factor 1.5; (c) for transitions with $|\ensuremath{\Delta}T|=1$ the strengths of corresponding transitions of any multipolarity are equal.The effects of the Coulomb and exchange corrections to the above rules are examined. The experimental data presently available are discussed.
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