Theory of nuclear magnetic resonance of higher-spin nuclei:A3B,A4B, and more complex spin-1 and spin-(3/2) systems
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Publisher
American Physical Society (APS)
Link
http://harvest.aps.org/v2/journals/articles/10.1103/PhysRevB.31.4153/fulltext
Reference17 articles.
1. Theory of nuclear magnetic resonance of higher spin nuclei. 3. A2B2 systems and many-spin basis sets
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2. 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
3. Natural embedding of group in NMR spin algebras;Molecular Physics;1995-08-10
4. Specialised NMR spin-cluster symmetry chains under SU(m) X n group dualities: Role of democratic recoupling and projective geometric mapping from SU(m) p-tuples onto Γ[γ](v: n), or onto Γ(v: n↓), for 6⩽n-fold cage clusters;Physica A: Statistical Mechanics and its Applications;1994-01
5. Demonstration of the origins of cooperativity within SU2�L 6 mapping over $$\left\{ {I\tilde H_\upsilon } \right\}$$ Liouvillian carrier subspaces characterising the MQ-NMR cluster [A]6(L 6) and its $$\{ |kq\upsilon :[\tilde \lambda ] > > \} $$ tensorial bases;Zeitschrift f�r Physik B Condensed Matter;1992-10
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