4 problems

Let the multiple zeta values be the coefficients associated with the Drinfel'd associator, and let Property II refer to the listed relations of that associator, denoted in the sour…

Let $\mathsf{LinKaw}^*$ and $\mathsf{Drop1}$ be the two families of relations defined in the source, with … Here $\mathcal{H}$ is the source's word algebra and $\phi$, $\ast$, $x$,…

Let $A_m^n$ be a unital ${\mathbb C}(q)$-algebra, and let $\{\mathsf X_r^{(i)}\}_{1\leq r\leq m-1,\,0\leq i\leq n}\subset A_m^n$ satisfy $\mathsf X_r^{(0)}=1$ together with the rel…

Let $p$) be a prime, and let $\zeta(\mathfrak{s})$ and $\zeta_p(\mathfrak{s})$ denote the real-valued and $p$-adic multiple zeta values associated with an admissible index…