论文标题
关于Gosper-Karaji代数身份
On Gosper-Karaji algebraic Identities
论文作者
论文摘要
在本文中，我们首先迅速回顾了Karaji L-Summing Technique的代数几何方法的基础知识。然后，我们还回顾了Gosper算法的理论，作为获得涉及超测量项的不确定总和的决策程序。然后，我们表明，如何使用配备L-Summing方法的Gosper的算法来获得与给定代数身份相关的一类组合身份。
In this paper, we first quickly review the basics of an algebro-geometric method of Karaji's L-summing technique in today's modern language of algebra. Then, we also review the theory of Gosper's algorithm as a decision procedure for obtaining the indefinite sums involving hypergeometric terms. Then, we show that how one can use Gosper's algorithm equipped with the L-summing method to obtain a class of combinatorial identities associated with a given algebraic identity.
