Icosahedral symmetry adaptation of |JM> bases

Author： Qiu Q. C.   Ceulemans A.  

Publisher： Taylor & Francis Ltd

ISSN： 1362-3028

Source： Molecular Physics, Vol.100, Iss.2, 2002-01, pp. : 255-264

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Abstract

The behaviour of the orbital and spin harmonic kets |JM> under the icosahedral double group I* is described by means of the irreducible icosahedral representations in a D2 quantization. Real and complex forms are discussed. The results are listed in practical subduction tables, both for integer (J = 1 → 6) and half-integer (J = 1/2 → 11/2) harmonics.

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