Natural embedding of group in SU(m≤n) × NMR spin algebras
Author:
Publisher
Informa UK Limited
Subject
Physical and Theoretical Chemistry,Condensed Matter Physics,Molecular Biology,Biophysics
Link
http://www.tandfonline.com/doi/pdf/10.1080/00268979500102531
Reference28 articles.
1. Natural embedding of group in NMR spin algebras
2. Graph theoretical characterization of NMR groups, nonrigid nuclear spin species and the construction of symmetry adapted NMR spin functions
3. Casimir operators, duality, and the point groups
4. Contrasting routes to the Kostka coefficients of λ [boxvr] n (ln)-permutational module expansions for 6⩽n⩽8: Applications to NMR spin clusters under SU(m⩽n)×Ln spin symmetries
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2. Mathematical determinacy properties of specific automorphic FG/ group embeddings of NMR spin permutational (CNP) algebras, beyond strictly Cayleyan models: a new role for “induced symmetry”;Journal of Molecular Structure: THEOCHEM;2002-02
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4. On Uniform (1?Ii?3)n-fold {?IouterM(i1???in)?} dual tensorial sets, spin irreps fromSU(3?m)�?n??????n weight sets: a direct role for ?(??n)-partitional catalogs of ?n combinatorics in spin physics;International Journal of Quantum Chemistry;2002
5. Role of democratic SU2 x n dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal n tensor product reduction, via symbolic algebraic combinatorics;Canadian Journal of Physics;2001
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