论文标题
离散的分数演算和萨尔斯丘茨定理
Discrete fractional calculus and the Saalschutz theorem
论文作者
论文摘要
在这项工作中，我们通过使用离散分数演算理论提供了Saalschutz公式的新颖证明。该理论中某些结果的证据，即，重新审视了分数力量规则和分数莱布尼兹规则。
In this work we present a novel proof of the Saalschutz formula by using the theory of discrete fractional calculus. The proofs of some results within this theory, namely, the fractional power rule and the fractional Leibniz rule are revisited.
