Gauge transformations for parafields from the current algebra

A class of linear gauge transformations for para-fields is considered, for which the commutation relation between the time components of the currents holds. A statement is proved that the current algebra hypotheses take place only for gauge transformation not mixing the different families of para-fields. It is shown that in the framework of the Lagrangian field theory any model of the current algebra can be generalized (sometimes in different ways) for the case of para-fields. (S.P.)