A duality consistent phase convention for complex conjugation in SUn
Author:
Publisher
AIP Publishing
Subject
Mathematical Physics,Statistical and Nonlinear Physics
Link
http://aip.scitation.org/doi/pdf/10.1063/1.525646
Reference3 articles.
1. Phase conventions consistent with duality between SUn and SL
2. SU(mn⊇SU(m)×SU(n) isoscalar factors and S(f1+f2)⊇S( f1)×S( f2) isoscalar factors
3. Racah Algebra for an Arbitrary Group
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1. Structural signs and carrier completeness of Liouvillian quasiparticle algebras: Dual group invariants for explicit ?n-auxiliary tensor labels via projective mappings applicable to [A]n?20 NMR spin ensembles;International Journal of Quantum Chemistry;2002
2. On SU(2) x S-n >=(12) dual-group tensorial sets and carrier spaces in the multiple invariant physics of multiquantum NMR. II. {S12 superset of...superset of [2]S-2} pathways from Yamanouchi monomial reductions as [A](12) democratic S-n-invariant labels;Journal of Mathematical Chemistry;2000
3. On SU(2) x S-n >=(12) dual-group tensorial sets and carrier spaces in the multiple invariant physics of multiquantum NMR. I. k > n/2 rank maximal {Sigma(v) T-k(v)->Sigma ((lambda)over-tilde ') Lambda.,((lambda)over-tilde ') Liouvillian (U)over-tilde x P mappings;Journal of Mathematical Chemistry;2000
4. Cayleyan ?n-encoded SU(2)�?n?? embeddings: Nuclear spin permutation symmetries via polyhedral lattice-point models, for modulo-i ?(?i(?n??)) combinatorial invariance sets;International Journal of Quantum Chemistry;2000
5. Yamanouchi-chain -invariant hierarchies for SR carrier space of dual tensors in NMR: some maximal -inner products, via -restricted-space Schur Fn. product mappings;Chemical Physics;1998-11
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