2 papers
math.NT2025
On the structure of Multiple q-Zeta Values
Benjamin Brindle
In 2015, Bachmann \cite{Ba3} conjectured that the~$\Q$-vector space~$\Zq$ of (formal)~-analogues of Multiple Zeta Values (\qmzv s) is spanned by a very particular set compared t…
math.CO2025
Combinatorial interpretation of the Schlesinger-Zudilin stuffle product
Benjamin Brindle
We derive an explicit formula for the quasi--shuffle product satisfied by Schlesinger--Zudilin Multiple~-Zeta Values, expressed in terms of partition data. To achieve this, we i…