  In this paper we consider some classical varieties of linear algebras over
the field which has characteristic 0. For every considered variety we take a
category of the finite generated free algebras of this variety. And for every
this category we calculate the quotient group of the group of the all
automorphisms of this category over the subgroup of the all inner
automorphisms. This quotient group measures difference between the geometric
equivalence and automorphic equivalence of algebras from this variety.
