  We apply the general conception of non-Abelian gauge fields for description
of magnetic soliton excitations. We show that the component of the gauge field
along the soliton local magnetization (Abelian part of the gauge potential)
determines dynamics of spin fluctuations over the soliton background in a
ferromagnet. Assumption that the gauge field is a pure gauge allows calculating
the gauge field components and finding simple expressions for the emergent
electromagnet fields related to the soliton motion. The gauge field results in
soliton-magnon interaction leading to renormalization of the soliton and magnon
dynamics. The presented approach allows reaching more deep understanding of a
relationship of the field theory and condensed matter magnetism.
