缔合拉盖尔多项式的微分形式

The Differential Form of Associated Laguerre's Polynomial

由缔合拉盖尔多项式的幂级数形式直接导出了微分形式，采取同样的方法也能导出其它特殊函数多项式的微分形式，从而提供了一种新的有效（即不必找母函数）的计算方法．

The differential form is derived directly from the power series form of associated Laguerre's polynomial in this paper. The differential forms of other special function polynomial are able to derive with the same method. It provides a valid calculative new method (e.g.the generating function is not necessary).