On mixed vs. exclusively-bosonic \(\{[\widetilde\lambda]: p\leq 2^ 2\} (\text{SU}2\times{\mathcal S}_ n)\) irrep sets over \(\{\widetilde {\mathbb{H}}_ v\}\) carrier subspaces, in the structure of \((\text{SU}2\times{\mathcal S}_ n\otimes (\text{SU}2\times{\mathcal S}_ n)^ \dagger)\)-derived Liouville space of NMR spin dynamics (Q1360641)
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scientific article; zbMATH DE number 1036845
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On mixed vs. exclusively-bosonic \(\{[\widetilde\lambda]: p\leq 2^ 2\} (\text{SU}2\times{\mathcal S}_ n)\) irrep sets over \(\{\widetilde {\mathbb{H}}_ v\}\) carrier subspaces, in the structure of \((\text{SU}2\times{\mathcal S}_ n\otimes (\text{SU}2\times{\mathcal S}_ n)^ \dagger)\)-derived Liouville space of NMR spin dynamics |
scientific article; zbMATH DE number 1036845 |
Statements
On mixed vs. exclusively-bosonic \(\{[\widetilde\lambda]: p\leq 2^ 2\} (\text{SU}2\times{\mathcal S}_ n)\) irrep sets over \(\{\widetilde {\mathbb{H}}_ v\}\) carrier subspaces, in the structure of \((\text{SU}2\times{\mathcal S}_ n\otimes (\text{SU}2\times{\mathcal S}_ n)^ \dagger)\)-derived Liouville space of NMR spin dynamics (English)
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27 August 1997
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Liouville NMR formalisms
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NMR spin systems
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Liouville space
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irreps
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quonic algebras
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