论文标题
广义功率总和和牛顿 - 吉拉德身份
Generalized power sum and Newton-Girard identities
论文作者
论文摘要
在本文中，我们证明了一个代数身份，它显着概括了连续整数涉及第二类的连续整数的权力之和。另外，我们也获得了牛顿 - 吉拉德功率和身份的概括。
In this article we prove an algebraic identity which significantly generalizes the formula for sum of powers of consecutive integers involving Stirling numbers of the second kind. Also we have obtained a generalization of Newton-Girard power sum identity.
