2 problems

Non-Archimedean Zauner conjecture. For every $d\in\mathbb{N}$, there exist such vectors satisfying $\langle\tau_j,\tau_j\rangle=1$ for all $1\leq j\leq d^2$, with $S_\tau$ diagonal…

Non-Archimedean functional Zauner conjecture. For every $d\in\mathbb{N}$, there exist such vectors and functionals satisfying $f_j(\tau_j)=1$ for all $1\leq j\leq d^2$, with…