Ramesh Anishetty, T P Sreeraj
Published 2019-03-19Version 1
We construct the singlet Hilbert space associated with addition of SU(3) generators. This corresponds to the solution of Gauss law in lattice QCD. The normalized basis states are explicitly constructed using Schwinger Bosons. Further, we compute the action of basic singlet operators on these basis states.
Comments: 20 pages, 2 figures
The generators of the K-groups of the sphere
Irreducible SU(3) Schwinger Bosons
Finite Dimensional Representations of Quadratic Algebras with Three Generators and Applications
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