UNFOLDING THE DOUBLE SHUFFLE STRUCTURE OF $q$-MULTIPLE ZETA VALUES

We exhibit the double $q$-shuffle structure for the $q$MZVs introduced by Ohno et al. [‘Cyclic $q$-MZSV sum’, J. Number Theory132 (2012), 144–155].

Bibliographic Details

Published in:	Bulletin of the Australian Mathematical Society Vol. 91; no. 3; pp. 368 - 388
Main Authors:	CASTILLO-MEDINA, JAIME, EBRAHIMI-FARD, KURUSCH, MANCHON, DOMINIQUE
Format:	Journal Article
Language:	English
Published:	Cambridge, UK Cambridge University Press 01.06.2015 John Loxton University of Western Sydney|Australia
Subjects:	Mathematics Number Theory q-analogue primary 11M32 multiple zeta values secondary 11G55 shuffle relation 33D70 basic hypergeometric functions double shuffle
ISSN:	0004-9727, 1755-1633
Online Access:	Get full text
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