In this article, the multi-parameters Mittag-Leffler function is studied
in detail. As a consequence, a series of novel results such as the
integral representation, series representation and Mellin transform to
the above function, are obtained. Especially, we associate the
multi-parameters Mittag- Leffler function with two special functions
which are the generalized Wright hypergeometric and the Fox's-H
functions. Meanwhile, some interesting integral operators and derivative
operators of this function, are also discussed.