论文标题
有关整数力量总和的Faulhaber定理的更多信息
More on Faulhaber's theorem for sums of powers of integers
论文作者
论文摘要
在本说明中，我们考虑了在Arxiv：1912.07171中建立的定理，涉及第一个$ n $正整数的权力总和，$ s_k = 1^k + 2^k + \ cdots + n^k $，并证明它可以用来证明Faulhaber的古典理论，用于faulhabs的经典理论和$ k $。
In this note we consider the theorem established in arXiv:1912.07171 concerning the sums of powers of the first $n$ positive integers, $S_k = 1^k + 2^k + \cdots + n^k$, and show that it can be used to demonstrate the classical theorem of Faulhaber for both cases of odd and even $k$.
