2 problems

The prime-divisor conjecture for twisted Borcherds product CM values
Let $F$ be the real quadratic field and let $K$ be a CM extension of $F$ as in the preceding construction. Write $\mathcal{O}_F$ for the ring of integers of $F$ , let $\mathfrak l$ …
openborcherds-products cm-values hilbert-modular-surfaces
0 responses
03
Bruinier–Ono integrality conjecture for CM-values of a weak Maass form
Bruinier and Ono's integrality conjecture. For the Maass form $P_p(z)$ and the CM points $\alpha_Q$ occurring in the formula for $p(n)$ , the number
openalgebraic-integers cm-values weak-maass-forms
0 responses
05

The prime-divisor conjecture for twisted Borcherds product CM values