HIGHLIGHTS
- who: Shiliang Gao and Gidon Orelowitz & Alexander Yong from the (UNIVERSITY) have published the article: Newell-Littlewood numbers II: extended Horn inequalities, in the Journal: (JOURNAL)
SUMMARY
The authors study Newell-Littlewood numbers X µ Nµ,ν,λ=cα,β cνα,γ cλβ,γ; α,β,γ the indices are partitions in Parn={(λ1, λ2,.., λn ) ∈ Zn⩾0: λ1 ⩾ λ2 ⩾ · · · ⩾ λn }. Cµα,β is the Littlewood-Richardson coefficient. The Newell-Littlewood numbers are tensor product multiplicities for the irreducible representations of a classical Lie algebra g in the "stable limit"; the authors refer the reader to for additional background and references, such as . . .
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