排序方式: 共有41条查询结果,搜索用时 31 毫秒
1.
2.
In this paper, using generating functions and Riordan arrays, we get some identities relating Genocchi numbers with Stirling numbers and Cauchy numbers. 相似文献
3.
所谓的Rice’s方法是估计交错和Df_n=sum from k=0 to n(_k~n)(-1)~kf_k,其中,序列f_n能扩充为一个解析函数f(n).在算法分析的许多问题中,经常导出序列Df_n.在60年代,Knuth在分类交换基 相似文献
4.
关于Genocchi数和Riemann Zeta-函数的一些恒等式 总被引:4,自引:2,他引:2
利用计算技巧给出了由Genocci数和Ricmann Zeta-函数组成的和式的递归关系,得到了一些关于Genocchi Zeta-函数的恒等式。 相似文献
5.
6.
7.
8.
For the algorithmic proof of q-proper-hypergeometric identities, H.Wilf and D.Zeiberg gave a theoretical frame work. In [1], they proved that q-proper-hypergeometric terms satisfy recurrence relations with polynomial coefficients and could obtain quite explicit bounds for the order of such a recurrence. But how can we find the recurrence relations?We consider single-variable q-proper-hypergeometric identities based on Zeilberg's basic idea. To find the recurrence relations, an elimination in the non-commutative Weyl algebra has been developed. Thereby we obtained the algorithm of proving single-variable q-proper-hypergeometric identities. 相似文献
9.
10.
By means of generating function and partial derivative methods, we investigate and establish several general summation formulas involving two classes of polynomials. The general results would apply to yield some identities for the Pell polynomials and Pell-Lucas polynomials, and other general polynomials can also be recovered in this paper. 相似文献