Abstract
In this paper, we introduce $q$-analogues of the Barnes multiple zeta functions. We show that these functions can be extended meromorphically to the whole plane, and moreover, tend to the Barnes multiple zeta functions when $q \uparrow 1$ for all complex numbers.
Citation
Yoshinori YAMASAKI. "On $q$-Analogues of the Barnes Multiple Zeta Functions." Tokyo J. Math. 29 (2) 413 - 427, December 2006. https://doi.org/10.3836/tjm/1170348176
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