  We prove that there exist three transcendental entire functions that have
infinite number of domains which lie in the wandering component of each of
these functions and their composites. This result is a generalization of the
result of Dinesh Kumar, Gopal Datt and Sanjay Kumar. In particular, they proved
that there exist two transcendental entire functions that have infinite number
of domains which lie in the wandering components of each of these functions and
their composites.
