Even-wave harmonic-oscillator theory of baryonic states. II. Orbital matrix elements and selection rules

@inproceedings{Mitra1977EvenwaveHT,
  title={Even-wave harmonic-oscillator theory of baryonic states. II. Orbital matrix elements and selection rules},
  author={Asoke Nath Mitra and Sudhir K. Sood},
  year={1977}
}
This paper deals with the construction of baryon wave functions in the even-wave harmonic-oscillator (h.o.) model described in a previous paper. This model gives rise to an apparent doubling of (70, 1/sup -/) states and a further splitting of 70 states with higher angular momenta. The split states up to L = 2 are constructed in terms of a new set of variables (x/sub i/, y/sub i/, lambda) which are found to be particularly convenient for the description of the orbital symmetries of the 70 states… CONTINUE READING