Topological Soliton Multiplets in 4+1 Dimensional Ymcs Theory
نویسنده
چکیده
We generalize our results 1 on charged topological solitons (CTS) in 4 + 1 dimensional SU (3) Yang-Mills-Chern-Simons (YMCS) theory to SU (N). The SU (N) multiplet structure of two classes of solitons associated with the maximal embed-dings SU (2) × U (1) N−2 ⊂ SU (N) and SO(3) × U (1) N−3 ⊂ SU (N) and the vital role of the SU (N) multiplet of topological currents is clarified. In the case of the first embedding one obtains a N C 2 −plet of CTS. In the second, for N = 3, one obtains neutral solitons which, though (classically) spinless, have magnetic moments.
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