| Summary: | 碩士 === 淡江大學 === 數學學系 === 92 === The main object of this paper is to continous the study of Kung-Yu Chen and H.M.Srivastava.We use generating function and a few them of complex variables to obtain a new result for hypergeometric polynomials.
In 1996, Bavinck made use of the differential operator to prove the relationship about Laguerre polynomials.Recently, Kung-Yu Chen and H.M.Srivastava prove a generalization of Hypergeometric Polynomials.By adapting the methods of Kung-Yu Chen and H.M.Srivastava, we obtain a new result for hypergeometric polynomials.
The authors first introduce some definitions and properties. The classical hypergeometric polynomials , Laguerre polynomials and Stirling numbers of the second kind are also considered.At last,We use generating function and a few them of complex variables to obtain a new result for hypergeometric polynomials.
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