  In this paper, we study the influence of non-abelian superselection rules on
the transfer of quantum information with the help of qubits on the base of an
algebraic model and formulate quantum protocols. We pay the main attention to
the superselection structure of the algebra of observables OG defined by the
Cuntz algebra Od (a field algebra) that contains OG as a pointwise fixed
subalgebra with respect to the action of the gauge group G. We prove that it is
possible to code information only with the help of states such that projectors
on them belong to the algebra of observables and, owing to their commutativity
with elements of the representation of the group G, they allow the recipient to
restore the obtained information
