摘要
通过讨论一类函数的高阶导数 ,建立了一些包含 Hermite-Laguerre多项式的恒等式 ,推广了著名的 Cauchy-Sheehan组合恒等式 .
In this paper, through discussion some function of Higher order derivative, some identities involving Hermit Laguerre polynomials have been established, extends famous Cauchy Sheehan of combinatorial identities.
出处
《工科数学》
2001年第2期34-37,共4页
Journal of Mathematics For Technology
