On the SO(n + 3) to SO(n) branching multiplicity space

Add time:07/18/2019    Source:sciencedirect.com

We study the decomposition as an SO(3)-module of the multiplicity space corresponding to the branching from SO(n+3) to SO(n). Here, SO(n) (resp. SO(3)) is considered embedded in SO(n+3) in the upper left-hand block (resp. lower right-hand block). We show that when the highest weight of the irreducible representation of SO(n) interlaces the highest weight of the irreducible representation of SO(n+3), then the multiplicity space decomposes as a tensor product of ⌊(n+2)/2⌋ reducible representations of SO(3).

We also recommend Trading Suppliers and Manufacturers of N(3)-benzyluridine (cas 14985-34-3). Pls Click Website Link as below: cas 14985-34-3 suppliers

Prev:Efficient algorithm for representations of U(3) in U(N)
Next:The (3+2)- and formal (3+3)-cycloadditions of N-vinylpyrroles with cyclic nitrones and C,N-cyclic azomethine imines)