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Sufficient conditions for hypergeometric functions to be in a certain class of analytic functions

机译:超几何函数要满足某类解析函数的充分条件

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摘要

The author aims at finding certain conditions on the parameters a, b and c such that the normalized Gaussian hypergeometric function zF(a, b; c; z) given by F(a,b;c;z) = ∑~∞_(n=0)((a)n(b)n)/(?n(1)n)z~n, ∣z∣ < 1, rnis in a certain class of analytic functions. Various results for the particular values of these parameters are deduced.
机译:作者旨在在参数a,b和c上找到某些条件,以使由F(a,b; c; z)= ∑〜∞_()给出的归一化高斯超几何函数zF(a,b; c; z) n = 0)((a)n(b)n)/(Δn(1)n)z〜n,∣z∣ <1,在一类解析函数中的rnis。得出这些参数的特定值的各种结果。

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