Abstract

The partial muon-capture rates in ${\mathrm{O}}^{16}$ leading to low-lying states in ${\mathrm{N}}^{16}$ are calculated in Migdal's theory of nuclear structure, with results that agree well with the available experiments for suitable values of ${C}_{P}=\frac{{m}_{\ensuremath{\mu}}{F}_{P}}{{F}_{A}}$. It is thus argued that the neglect of $G$-parity irregular terms was not the cause of previous apparent disagreement. The capture rates are in turn employed to examine the effect of the velocity-dependent terms in Migdal's effective amplitude.

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