Pages that link to "Item:Q5928775"

The following pages link to On SU\((2)\times{\mathcal S}_{n\geq 12}\) dual-group tensorial sets and carrier spaces in the multiple invariant physics of multiquantum NMR. I: \(k>n/2\) rank maximal \(\left\{\sum_v T^k(v)\rightarrow \sum_{\widetilde\lambda'} \Lambda_{\cdot,\widetilde\l (Q5928775):

Displaying 4 items.

• Indistinguishability in DR \(n\)-fold point-sets \& their \(\mathcal {S}_n\)-invariant dual projective mappings: limitations imposed on Racah-Wigner algebras for Liouville spin dynamics of \([A]_{n}X\) multi-invariant NMR systems (Q937654) (← links)
• 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\time (Q1360641) (← links)
• 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 supe (Q1850918) (← links)
• On \(SU(2)\times{\mathcal S}_{n\geq 12}\) dual-group tensorial sets and carrier spaces in the multiple invariant physics of multiquantum NMR. II: \(\{{\mathcal S}_{12}\supset\cdots\supset [2]{\mathcal S}_{2}\}\) pathways from Yamanouchi monomial reduction (Q5928776) (← links)