Erratum: Role of democratic SU2 × S<sub>n</sub> dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal S<sub>n</sub> tensor product reduction, via symbolic algebraic combinatorics

Temme F.P.

首页> 外文期刊>Canadian Journal of Physics >Erratum: Role of democratic SU2 × S_n dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal S_n tensor product reduction, via symbolic algebraic combinatorics

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Erratum: Role of democratic SU2 × S_n dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal S_n tensor product reduction, via symbolic algebraic combinatorics

机译：勘误：民主的SU2×S _{n 双族载子空间和族结构在相同自旋体的超玻子量子-Liouville物理学中的作用：最大S _{n 张量积约简，通过符号代数组合}}

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《Canadian Journal of Physics》 |2002年第2期|p.179-179|共1页
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Temme F.P.;
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入库时间 2022-08-17 23:51:03

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1. Role of democratic SU2 x _n dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal _n tensor product reduction, via symbolic algebraic combinatorics [J] . Temme F.P. Canadian Journal of Physics . 2001,第9期

机译：民主SU2 x _{n 双族载子空间和族结构在相同自旋集合的超玻子量子-Liouville物理学中的作用：通过符号代数组合，最大_{n 张量积约简}}
2. Yamanouchi-chain ψ_n-invariant hierarchies for SR carrier space of {T~k(v)}(SU2 * ψ_n) dual tensors in NMR: some maximal ψ_n-inner products, via ψ_n-restricted-space Schur Fn. product mappings [J] . F. P. Temme Chemical Physics: A Journal Devoted to Experimental and Theoretical Research Involving Problems of Both a Chemical and Physical Nature . 1998,第2期

机译：{T〜k（v）}（SU2 *ψ_n）双张量的SR载波空间的Yamanouchi链ψ_n不变层次：通过ψ_n限制空间Schur Fn获得一些最大的ψ_n内积。产品映射

Erratum: Role of democratic SU2 × Sn dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal Sn tensor product reduction, via symbolic algebraic combinatorics

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Erratum: Role of democratic SU2 × S_n dual-group carrier space and group structure in the superboson quantum-Liouville physics of identical spin ensembles: Maximal S_n tensor product reduction, via symbolic algebraic combinatorics