3 problems

Let $R_1^*$ denote the Flint Hills series and let $tau=frac{1-frac{1}{2} u}{?}$ be... There exist rational constants $c1,c2 obreaktext{ in } obreakbb Q$ such that … By Theorem, thi…

Let $u,v>0$, let $\mu(\alpha)$ denote the irrationality measure of an irrational real number $\alpha$, and let $P$ be a sine-like function with period $\alpha$. Write $S_{u,v}$ and…

Convergence conjecture. There is an irrational $\alpha$ with