Projective representations of the symmetric groups : Q-functions and shifted tableaux
1992
1. Projective representations and representation groups 2. Representation groups for the symmetric group 3. A construction for groups 4. Representations of objects in G 5. A construction for negative representations 6. The basic representation 7. The Q-functions 8. The irreducible negative representation of Sn 9. Explicit Q-functions 10. Reduction, branching and degree formulae 11. Construction of the irreducible negative representations 12. Combinatorial and skew Q-functions 13. The shifted Knuth algorithm 14. Deeper insertion, evacuation and the product theorem References Character tables Indices
Keywords:
- Representation theory of finite groups
- Covering groups of the alternating and symmetric groups
- Restricted representation
- Algebra
- Representation theory of SU
- Lawrence–Krammer representation
- Projective representation
- Topology
- Induced representation
- Mathematics
- Representation theory of the symmetric group
- Spin representation
- Combinatorics
- Littlewood–Richardson rule
- Correction
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- Cite
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