2 problems

Conjecture on logarithmic integrals in \mathcal{I}_{2n+2}
Logarithmic-integral space conjecture. For every $n\geq 0$ ,
openlogarithmic-integrals zeta-values
0 responses
06
Conjecture on logarithmic integrals with powers of \log $1-x$ and \log $1+x$
Logarithmic-integral algebraicity conjecture. For every $n\geq 1$ , this value belongs to the algebra over $\mathbb{Q}$ generated by $\pi^2$ , $\log 2$ , and $\zeta(n)$ for odd $n$ . T…
openlogarithmic-integrals special-functions zeta-values
0 responses
04

Conjecture on logarithmic integrals in \mathcal{I}_{2n+2}