  In this paper we introduce the Two Parameter Gamma Function, Beta Function
and Pochhammer Symbol. We named them, as p - k Gamma Function, p - k Beta
Function and p - k Pochhammer Symbol and denoted as $_{p}\Gamma_{k}(x), $
$_{p}B_{k}(x,y) $ and $_{p}(x)_{n,k} $ respectively. We prove the several
identities for $_{p}\Gamma_{k}(x), $ $_{p}B_{k}(x,y) $ and $_{p}(x)_{n,k} $
those satisfied by the classical Gamma, Beta and Pochhammer Symbol. Also we
provide the integral representation for the $_{p}\Gamma_{k}(x) $ and
$_{p}B_{k}(x,y) $.
