  In this paper, we define the generalized r-Whitney numbers of the first and
second kind. Moreover, we drive the generalized Whitney numbers of the first
and second kind. The recurrence relations and the generating functions of these
numbers are derived. The relations between these numbers and generalized
Stirling numbers of the first and second kind are deduced. Furthermore, some
special cases are given. Finally, matrix representation of The relations
between Whitney and Stirling numbers are given.
