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On some properties of the bibasic Humbert hypergeometric functions E1 and E2

ملخص البحث

The main object of this paper is to deduce the bibasic Humbert functions Ξ1 and Ξ2
Some interesting results and elementary summations technique that was successfully employed,
q?recursion, q?derivatives relations, the q?differential recursion relations, the q?integral representations
for Ξ1 and Ξ2 are given. The summation formula derives a list of p?analogues
of transformation formulas for bibasic Humbert functions that have been studied, also some
hypergeometric functions properties of some new interesting special cases have been given.

مؤلف البحث
CAI Qing-bo, Ghazi S. Khammash, Shimaa I. Moustafa and Ayman Shehata
تاريخ البحث
قسم البحث
مستند البحث
s11766-023-4848-8.pdf (147.68 كيلوبايت)
مجلة البحث
Appl. Math. J. Chinese Univ.
صفحات البحث
614-630
الناشر
https://link.springer.com/article/10.1007/s11766-023-4848-8
تصنيف البحث
Q2
عدد البحث
38(4)
موقع البحث
https://doi.org/10.1007/s11766-023-4848-8
سنة البحث
2023