5 citations · 9 across the 14 of their papers we have counts for
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math.NT2018
Modular forms and q-analogues of modified double zeta values
Henrik Bachmann
We present explicit formulas for Hecke eigenforms as linear combinations of q-analogues of modified double zeta values. As an application, we obtain period polynomial relations and…
math.NT2018
Special values of finite multiple harmonic q-series at roots of unity
Henrik Bachmann, Yoshihiro Takeyama, Koji Tasaka
We study special values of finite multiple harmonic q-series at roots of unity. These objects were recently introduced by the authors and it was shown that they have connections to…
math.NT2018
Rooted tree maps and the Kawashima relations for multiple zeta values
Henrik Bachmann, Tatsushi Tanaka
Recently, inspired by the Connes-Kreimer Hopf algebra of rooted trees, the second named author introduced rooted tree maps as a family of linear maps on the noncommutative polynomi…