Summary
We present tables of reduction coefficients for the direct products35⊗35,56⊗35,56⊗
of irreducible representations ofSU 6 and briefly outline the method of calculation.
Riassunto
Si presentano le tabelle dei coefficienti di riduzione dei prodotti diretti35⊗35,56⊗35,56⊗
delle rappresentazioni irriducibili diSU 6 e si delinea brevemente il metodo di calcolo.
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Literatur
F. Gürsey andL. A. Radicati:Phys. Rev. Lett.,13, 173 (1964);A. Pais:Phys. Rev. Lett.,13, 175 (1964);B. Sakita:Phys. Rev. Lett.,13, 643 (1964);A. Salam, R. Delbourgo andJ. Strathdee:Proc. Roy. Soc.,248, 146 (1965).
A. R. Edmonds:Proc. Roy. Soc.,268, 567 (1962);M. A. Rashid:Thesis (I.C.) unpublished.
These are defined forSU 3 ine.g. R. E. Behrends, J. Dreitlein, C. Fronsdal andW. Lee:Rev. Mod. Phys.,34, 1 (1962).
Cf.M. Hamermesh:Group Theory and its Application to Physical Problems (Reading, Mass., 1962).
J. J. de Swart:Rev. Mod. Phys.,35, 916 (1963). We have used these tables of isoscalar factors in constructing our tables.
R. H. Capps:Phys. Rev. Lett.,14, 31 (1965), has already given some « unitary scalar factors » for a particular case.
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The research reported in this document has been sponsored in part by the Air Force Office of Scientific Research OAR through the European Office Aerospace Research U. S. Air Force.
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Cook, C.L., Murtaza, G. Clebsch-gordan coefficients for the groupSU 6 . Nuovo Cim 39, 531–550 (1965). https://doi.org/10.1007/BF02735822
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DOI: https://doi.org/10.1007/BF02735822