On topological interpretation of quantum numbers
arXiv:hep-th/9901036 · doi:10.1134/1.559020
Abstract
It is shown how one can define vector topological charges for topological exitations of non-linear sigma-models on compact homogeneous spaces T_G and G/T_G (where G is a simple compact Lie group and T_G is its maximal commutative subgroup). Explicit solutions for some cases, their energies and interaction of different topological charges are found. A possibility of the topological interpretation of the quantum numbers of groups and particles is discussed.
20 pages, Latex 2e, modified version