Quasi-particle dual mappings on \({\widetilde{\mathbb{H}}_{v}}\) Carrier spaces for dynamical structures of \(S_{2n}\)-invariant-based, integer-rank tensorial sets: A democratic-recoupling \(S_{2n}\)-compatible overview of \(v\)-auxiliary labeling in superboson algebras of uniform multispin NMR ensembles (Q1850918)
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scientific article; zbMATH DE number 1845336
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Quasi-particle dual mappings on \({\widetilde{\mathbb{H}}_{v}}\) Carrier spaces for dynamical structures of \(S_{2n}\)-invariant-based, integer-rank tensorial sets: A democratic-recoupling \(S_{2n}\)-compatible overview of \(v\)-auxiliary labeling in superboson algebras of uniform multispin NMR ensembles |
scientific article; zbMATH DE number 1845336 |
Statements
Quasi-particle dual mappings on \({\widetilde{\mathbb{H}}_{v}}\) Carrier spaces for dynamical structures of \(S_{2n}\)-invariant-based, integer-rank tensorial sets: A democratic-recoupling \(S_{2n}\)-compatible overview of \(v\)-auxiliary labeling in superboson algebras of uniform multispin NMR ensembles (English)
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15 December 2002
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dual group \(S_{2n}\)-invariants and analogous tensorial sets
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\(S_n\)-combinatorical decompositions
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(super)boson mappings over (Liouvillian) carrierspaces of uniform NMR multi-spin ensembles
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(Liouvillian) representational theory and Lie algebras of the dual group
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\(S_{2n}\)-invariants as auxiliary labels of \(\widetilde{\mathbb{H}}_{v}\) carrier space
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well-defined fundamental quantum entanglements
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