Geodesic and re–coupling–induced limits to<i>S</i><sub>2<i>n</i></sub>group invariants of uniform (<i>k</i><sub>1</sub>⋯<i>k</i><sub>2<i>n</i></sub>) dual tensorial sets in spin physics, or NMR: SR dynamical structure on {ℍ<sub><i>v</i></sub>} via polyhedral re–coupling and time–reversal invariance (Q5422666)
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scientific article; zbMATH DE number 5206147
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Geodesic and re–coupling–induced limits to<i>S</i><sub>2<i>n</i></sub>group invariants of uniform (<i>k</i><sub>1</sub>⋯<i>k</i><sub>2<i>n</i></sub>) dual tensorial sets in spin physics, or NMR: SR dynamical structure on {ℍ<sub><i>v</i></sub>} via polyhedral re–coupling and time–reversal invariance |
scientific article; zbMATH DE number 5206147 |
Statements
Geodesic and re–coupling–induced limits to<i>S</i><sub>2<i>n</i></sub>group invariants of uniform (<i>k</i><sub>1</sub>⋯<i>k</i><sub>2<i>n</i></sub>) dual tensorial sets in spin physics, or NMR: SR dynamical structure on {ℍ<sub><i>v</i></sub>} via polyhedral re–coupling and time–reversal invariance (English)
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30 October 2007
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Uniform dual group tensors and their invariants
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lattice point-based polyhedral combinatorial re-coupling
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time-reversal invariance of \([A\cdots]_{2n}\) NMR spin systems
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superboson QP dual maps
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SR liouvillian dual carrier spaces defining the dynamical NMR multi-spin structure problem
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geodesic \(2n\)-limits to dr-based \(S_{2n}\) invariants as group measures
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