The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville‐space ‖kq{K̃.}(k1−kn): [λ̃],Sn〉〉 tensors and the Cayley algebra of scalar invariants over a (k1−kn) field
Author:
Publisher
AIP Publishing
Subject
Mathematical Physics,Statistical and Nonlinear Physics
Link
http://aip.scitation.org/doi/pdf/10.1063/1.529276
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1. Natural embedding of group in SU(m≤n) × NMR spin algebras;Molecular Physics;1995-12-10
2. An overview of higher n-fold exo cage spin clusters, including (t − I) 13C-fullerenes, under SU(m ⪕ n/2) × Ln and model SU(m) × In↓G dual spin symmetries of nuclear magnetic resonance;Coordination Chemistry Reviews;1995-09
3. On mixed vs. exclusively-bosonic $$\left\{ {\left[ {\tilde \lambda } \right]:p \leqslant 2^2 } \right\}$$ (SU2�S n ) irrep sets over $$\left\{ \tilde {\mathbb{H}}_v \right\}$$ carrier subspaces, in the structure of (SU2 �S n ?(SU2�S n )?)-derived Liouville space of NMR spin dynamics;Journal of Mathematical Chemistry;1995
4. Physical role of -invariants in dual mappings over carrier spaces for Liouville multiple-quantum NMR of spin clusters within n-automorphisms: , -cubanes and some SU(6) aspects of a -met-carb;Physica A: Statistical Mechanics and its Applications;1994-08
5. 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
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