我們主要是延續Kung-Yu Chen 和H.M. Srivastava兩位教授的一些研究。利用生成函數以及複變數的一些理論繼而得到一些關於超幾何多項式的恒等式。特別地,我們得到更多的有關古典的Laguerre 多項式之一些恆等式。相較於Bavinck使用微分算子的技巧得到Laguerre 多項式關係式,我們引進了更簡單的方法。 The main object of this paper is to a continatire work of Kung-Yu Chen and H.M. Srivastava. We use generating functions and a few theory of complex variables to obtain some new results for Hypergeometric Polynomials.Particularly, we obtain more identities about classic Laguerre pynomial. Compare with the relationship about Laguerre pynomials made by Bavink who use of the differential operator to prove, we find a method more simple then him.