By the method of dressing on a torus, we obtain and study solutions of the Landau-Lifshitz equation, which describe solitons in the stripe domain structure of the easy-axis ferromagnet. A specific feature of these solitons is that they are directly related to the domain structure{:} they induce translations and local oscillations of the domains. We find integrals of motion stabilizing the solitons on the background of the structure.