An algebraic approach to some results on interpolated multiple zeta values
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One of the interesting conjectures in the study of multiple zeta values is that all the relations among them can be deduced from regularized double shuffle relation. In this paper, the Ohno-Zagier type of relation for interpolated multiple zeta values with full height has been deduced from regularized double shuffle relation. A decomposition of interpolated multiple zeta values has also been obtained.
Abstract
One of the interesting conjectures in the study of multiple zeta values is that all the relations among them can be deduced from regularized double shuffle relation. In this paper, the Ohno-Zagier type of relation for interpolated multiple zeta values with full height has been deduced from regularized double shuffle relation. A decomposition of interpolated multiple zeta values has also been obtained.