2 problems

Let $K_2(X)$ be the Farey set of elements $a/c$ in the class-number-one imaginary quadratic field with discriminant parameter $D=2$ and $|c|^2<X$, and let … For the normalized elli…

Let $K_2(X)$ be the Farey set for $D=2$, let $B_2$ be the specified fundamental region, and let $\tilde{\mathfrak{D}}(z)$ denote the normalized elliptic Dedekind sum. Ito's bounded…