论文标题
多变量Q-HYPEREGEMOTIC函数的Q衍生物相对于其参数
q-derivatives of multivariable q-hypergeometric function with respect to their parameters
论文作者
论文摘要
我们考虑了Srivastava和Daoust基本多变量超几何函数的Q衍生物相对于参数。该函数体现了一个和几个变量的整个Q-Hyperemetric系列。 对于具有正真实系数的求和索引的一般情况，给出了明确的方程。作为示例的Q-Analog的衍生物，提出了非集合号角类型超几何函数$ H_3 $。
We consider the q-derivatives of the Srivastava and Daoust basic multivariable hypergeometric function with respect to the parameters. This function embodies a entire number of various q-hypergeometric series of one and several variables. Explicit equations are given for general case of summation indexes with positive real coefficients. As an example derivatives of q-analog of non-confluent Horn type hypergeometric function $H_3$ is presented.
