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20132026
most citedCyclotomic analogues of finite multiple zeta values

28 citations · 57 across the 21 of their papers we have counts for

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3 papers · 1 filter

math.NT2022

Stuffle regularized multiple Eisenstein series revisited

Henrik Bachmann

Multiple Eisenstein series are holomorphic functions in the complex upper-half plane, which can be seen as a crossbreed between multiple zeta values and classical Eisenstein series…

math.NT2022

Combinatorial multiple Eisenstein series

Henrik Bachmann, Annika Burmester

We construct a family of -series with rational coefficients satisfying a variant of the extended double shuffle equations, which are a lift of a given -valued soluti…

math.NT2022

Partitions, Multiple Zeta Values and the q-bracket

Henrik Bachmann, Jan-Willem van Ittersum

We provide a framework for relating certain q-series defined by sums over partitions to multiple zeta values. In particular, we introduce a space of polynomial functions on partiti…