论文标题
在Bibasic Humbert超几何功能$φ_1$
On Bibasic Humbert hypergeometric function $Φ_1$
论文作者
论文摘要
这项工作的主要目的是得出$ q $ - 重点关系，$ q $ - Q $ - 派生的关系和humbert humbert超几何函数的$ q $ - Q $ - 衍生物关系和求和公式，在两个独立基础上$ q $和$ q $和$ q_ {1} $的两个变量和某些开发方式，这些bellas bellas bellus bellus是$ q的，
The main aim of this work is to derive the $q$-recurrence relations, $q$-partial derivative relations and summation formula of bibasic Humbert hypergeometric function $Φ_1$ on two independent bases $q$ and $q_{1}$ of two variables and some developments formulae, believed to be new, by using the conception of $q$-calculus.
