  Gauge fields of semisimple groups of internal symmetries are massless and
require the special techniques for guarantee their mass. Massive mechanisms
usually contain transformations of shifts typical to nonsemisimple groups. We
show that under the localization of nonsemisimple internal symmetry the gauge
fields corresponding to translation generators are massive. In addition, we
introduce nonlinear generalizations of well-known models, with local
translational symmetry and as a result, the massive gauge fields. Thus, the
local Galilean symmetry is realized on a special pair of scalar fields, leading
to massive electrodynamics, and the localization of the Euclidean group leads
to massive non-Abelian theory without matter fields. We propose a simple
interpretation of the Stueckelberg mechanism.
