Multiplet Theory for Symmetric Wave Functions
Multiplet Theory for Symmetric Wave Functions is a scholarly work, published in 1971 in ''Physical Review A, General Physics''. The main subjects of the publication include rotational spectroscopy, physics, deuterium, Electric dipole transition, quadrupole, dipole, eigenfunction, ultracold atom, low-energy electron diffraction, multiplet, atomic physics, and magnetic dipole. Multiplet theory for a single configuration for symmetric wave functions is developed and applied to the ${s}^{2}$, $\mathrm{sp}$, ${p}^{2}$, ${s}^{3}$, ${s}^{2}p$, $s{p}^{2}$, ${p}^{3}$, ${s}^{4}$, ${s}^{3}p$, ${s}^{2}{p}^{2}$, $s{p}^{3}$, and ${p}^{4}$ configurations.