  We try to increase the fundamental symmetries of the anyonic particle with
the help of the symplectic formalism of constrained systems and gauging the
model. The main idea of this approach is based on the embedding of the model in
an extended phase space. After the gauging process had done, we obtain
generators of gauge transformations of the model. Finally, by extracting the
corresponding Poisson structure of all constraints, we compare the effect of
gauging on the the phase spaces, the number of physical degrees of freedom, and
canonical structures of both primary and gauged models.
