Summary
The number and tensor symmetry of the typical vector invariants ofSU 3/Z are calculated starting from the inclusionsSU 3/Z⊂O 8⊂SU 8. The typical vector invariants of 3rd and 4th orders are given explicitly.
Riassunto
Partendo dalle inclusioniSU 3/Z⊂O 8⊂SU 8 si calcolano i numeri e la simmetria dei tensori dei tipici invarianti dell’SU 3/Z. Si danno esplicitamente gli invarianti vettoriali tipici del terzo e quarto ordine.
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Literatur
A. Esteve:Nuovo Cimento,34, 788 (1964).
M. Hamermesh:Group Theory (Reading, Mass., 1962).
H. Weyl:The Classical Groups, Chapter VII (Princeton, 1946).
H. Weyl:Math. Zeitschr.,23, 271 (1924);24, 328 (1925).
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Esteve, A., Tiemblo, A. Vector invariants ofSU 3/Z . Nuovo Cim 39, 880–885 (1965). https://doi.org/10.1007/BF02734624
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DOI: https://doi.org/10.1007/BF02734624