5 problems

Discrepancy-order conjecture. For $m e 0$,

Complete quasi-equidistribution claim. The Hammersley point set in base $$ is completely quasi-equidistributed in base $2$.

Let $\operatorname{Li}_n(z)$ denote the polylogarithm of positive integer order $n$, let … and let $\textsf{CMZV}^{5}_{n}$ denote the space of cyclotomic multiple zeta values of we…

Let $S_c$ be the row containing the exiled queen in column $c$, and let $\phi=(1+\sqrt{5})/2$ be the golden ratio. Two-line approximation conjecture. There are constants…

Baruchel's conjecture. The digit $d_0(N)=1$ if and only if