2 problems

Ihara–Kaneko–Zagier conjecture on algebraic relations among multiple zeta values
Ihara–Kaneko–Zagier conjecture. All algebraic relations in the algebra $\mathcal{Z}$ are obtained from the comparison of the extended maps
openFrom papersmultiple-zeta-values shuffle-algebras stuffle-algebras
0 responses
3
Bachmann's conjecture on relations among Schlesinger–Zudilin $q$ -multiple zeta values
Bachmann's conjecture. All $\mathbb{Q}$ -linear relations among elements of $\mathcal{Z}_q$ are generated by the stuffle product $\ast$ and duality $\tau$ . This conjecturally gives…
openFrom paperscombinatorics q-multiple-zeta-values stuffle-algebras
0 responses
4

Ihara–Kaneko–Zagier conjecture on algebraic relations among multiple zeta values